{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "de614c08-3919-47dc-b3a4-be59a2966b6c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "#'user/_"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(require '[clojupyter.misc.helper :as helper])\n",
    "(def _ (helper/add-dependencies '[org.scicloj/noj \"2-beta4\"]))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "172d9ba4-ca73-4e44-a36e-f2bdd93af00e",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Register model:  :metamorph.ml/ols\n",
      "Register model:  :fastmath/ols\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "nil"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(require '[tablecloth.api :as tc]\n",
    "         '[clojure.string :as str]\n",
    "         '[scicloj.kindly.v4.kind :as kind]\n",
    "         '[scicloj.tableplot.v1.plotly :as plotly]\n",
    "         '[scicloj.tableplot.v1.hanami :as hanami]\n",
    "         '[scicloj.kindly-advice.v1.api :as kindly-advice]\n",
    "         '[scicloj.kindly.v4.kind :as kind]\n",
    "         '[scicloj.kindly.v4.api :as kindly]\n",
    "         '[clojupyter.display :as display]\n",
    "         '[cheshire.core :as cheshire]\n",
    "         )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0f5ae22f-7e8e-4bc5-a45c-ba89ba8b2e0f",
   "metadata": {},
   "source": [
    "some helper functions"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "5368188b-4387-4bb4-919a-f0f09c565474",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "#'user/random-vega-lite-plot"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(import javax.imageio.ImageIO\n",
    "        java.net.URL)\n",
    "(defn fetch-dataset [dataset-name]\n",
    "  (-> dataset-name\n",
    "      (->> (format \"https://vincentarelbundock.github.io/Rdatasets/csv/%s.csv\"))\n",
    "      (tc/dataset {:key-fn (fn [k]\n",
    "                             (-> k\n",
    "                                 str/lower-case\n",
    "                                 (str/replace #\"\\.\" \"-\")\n",
    "                                 keyword))})\n",
    "      (tc/set-dataset-name dataset-name)))\n",
    "(defonce iris\n",
    "  (fetch-dataset \"datasets/iris\"))\n",
    "\n",
    "(def image \n",
    "(kind/image\n",
    "  (->  \"https://upload.wikimedia.org/wikipedia/commons/e/eb/Ash_Tree_-_geograph.org.uk_-_590710.jpg\"\n",
    "       (java.net.URL.)\n",
    "       (javax.imageio.ImageIO/read))))\n",
    "\n",
    "(defn p [mark-size] \n",
    "    (-> iris\n",
    "    (plotly/layer-point {:=x :sepal-width\n",
    "                         :=y :sepal-length\n",
    "                         :=color :species\n",
    "                         :=mark-size mark-size})\n",
    "    plotly/plot))\n",
    "\n",
    "\n",
    "(defonce clay-image\n",
    "  (->  \"https://upload.wikimedia.org/wikipedia/commons/2/2c/Clay-ss-2005.jpg\"\n",
    "       (URL.)\n",
    "       (ImageIO/read)))\n",
    "\n",
    "(defn vega-lite-point-plot [data]\n",
    "  (-> {:data {:values data},\n",
    "       :mark \"point\"\n",
    "       :encoding\n",
    "       {:size {:field \"w\" :type \"quantitative\"}\n",
    "        :x {:field \"x\", :type \"quantitative\"},\n",
    "        :y {:field \"y\", :type \"quantitative\"},\n",
    "        :fill {:field \"z\", :type \"nominal\"}}}\n",
    "      kind/vega-lite))\n",
    "\n",
    "(defn random-data [n]\n",
    "  (->> (repeatedly n #(- (rand) 0.5))\n",
    "       (reductions +)\n",
    "       (map-indexed (fn [x y]\n",
    "                      {:w (rand-int 9)\n",
    "                       :z (rand-int 9)\n",
    "                       :x x\n",
    "                       :y y}))))\n",
    "\n",
    "(defn random-vega-lite-plot [n]\n",
    "  (-> n\n",
    "      random-data\n",
    "      vega-lite-point-plot))\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2e31cf44-5346-498e-8a01-0710a0fe2fba",
   "metadata": {},
   "source": [
    "# Supported kinds\n",
    "    "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "21dabc97-1f5b-4230-a256-e7e78801ef10",
   "metadata": {},
   "source": [
    "## :kind/dataset"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "6a58f496-2f92-49b2-82d8-4c9db0c1f1c7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div class=\"kind-dataset\"><p>datasets/iris [150 6]:</p><table><thead><tr><th style=\"text-align:right;\">:rownames</th><th style=\"text-align:right;\">:sepal-length</th><th style=\"text-align:right;\">:sepal-width</th><th style=\"text-align:right;\">:petal-length</th><th style=\"text-align:right;\">:petal-width</th><th>:species</th></tr></thead><tbody><tr><td style=\"text-align:right;\">1</td><td style=\"text-align:right;\">5.1</td><td style=\"text-align:right;\">3.5</td><td style=\"text-align:right;\">1.4</td><td style=\"text-align:right;\">0.2</td><td>setosa</td></tr><tr><td style=\"text-align:right;\">2</td><td style=\"text-align:right;\">4.9</td><td style=\"text-align:right;\">3.0</td><td style=\"text-align:right;\">1.4</td><td style=\"text-align:right;\">0.2</td><td>setosa</td></tr><tr><td style=\"text-align:right;\">3</td><td style=\"text-align:right;\">4.7</td><td style=\"text-align:right;\">3.2</td><td style=\"text-align:right;\">1.3</td><td style=\"text-align:right;\">0.2</td><td>setosa</td></tr><tr><td style=\"text-align:right;\">4</td><td style=\"text-align:right;\">4.6</td><td style=\"text-align:right;\">3.1</td><td style=\"text-align:right;\">1.5</td><td style=\"text-align:right;\">0.2</td><td>setosa</td></tr><tr><td style=\"text-align:right;\">5</td><td style=\"text-align:right;\">5.0</td><td style=\"text-align:right;\">3.6</td><td style=\"text-align:right;\">1.4</td><td style=\"text-align:right;\">0.2</td><td>setosa</td></tr><tr><td style=\"text-align:right;\">6</td><td style=\"text-align:right;\">5.4</td><td style=\"text-align:right;\">3.9</td><td style=\"text-align:right;\">1.7</td><td style=\"text-align:right;\">0.4</td><td>setosa</td></tr><tr><td style=\"text-align:right;\">7</td><td style=\"text-align:right;\">4.6</td><td style=\"text-align:right;\">3.4</td><td style=\"text-align:right;\">1.4</td><td style=\"text-align:right;\">0.3</td><td>setosa</td></tr><tr><td style=\"text-align:right;\">8</td><td style=\"text-align:right;\">5.0</td><td style=\"text-align:right;\">3.4</td><td style=\"text-align:right;\">1.5</td><td style=\"text-align:right;\">0.2</td><td>setosa</td></tr><tr><td style=\"text-align:right;\">9</td><td style=\"text-align:right;\">4.4</td><td style=\"text-align:right;\">2.9</td><td style=\"text-align:right;\">1.4</td><td style=\"text-align:right;\">0.2</td><td>setosa</td></tr><tr><td style=\"text-align:right;\">10</td><td style=\"text-align:right;\">4.9</td><td style=\"text-align:right;\">3.1</td><td style=\"text-align:right;\">1.5</td><td style=\"text-align:right;\">0.1</td><td>setosa</td></tr><tr><td style=\"text-align:right;\">...</td><td style=\"text-align:right;\">...</td><td style=\"text-align:right;\">...</td><td style=\"text-align:right;\">...</td><td style=\"text-align:right;\">...</td><td>...</td></tr><tr><td style=\"text-align:right;\">140</td><td style=\"text-align:right;\">6.9</td><td style=\"text-align:right;\">3.1</td><td style=\"text-align:right;\">5.4</td><td style=\"text-align:right;\">2.1</td><td>virginica</td></tr><tr><td style=\"text-align:right;\">141</td><td style=\"text-align:right;\">6.7</td><td style=\"text-align:right;\">3.1</td><td style=\"text-align:right;\">5.6</td><td style=\"text-align:right;\">2.4</td><td>virginica</td></tr><tr><td style=\"text-align:right;\">142</td><td style=\"text-align:right;\">6.9</td><td style=\"text-align:right;\">3.1</td><td style=\"text-align:right;\">5.1</td><td style=\"text-align:right;\">2.3</td><td>virginica</td></tr><tr><td style=\"text-align:right;\">143</td><td style=\"text-align:right;\">5.8</td><td style=\"text-align:right;\">2.7</td><td style=\"text-align:right;\">5.1</td><td style=\"text-align:right;\">1.9</td><td>virginica</td></tr><tr><td style=\"text-align:right;\">144</td><td style=\"text-align:right;\">6.8</td><td style=\"text-align:right;\">3.2</td><td style=\"text-align:right;\">5.9</td><td style=\"text-align:right;\">2.3</td><td>virginica</td></tr><tr><td style=\"text-align:right;\">145</td><td style=\"text-align:right;\">6.7</td><td style=\"text-align:right;\">3.3</td><td style=\"text-align:right;\">5.7</td><td style=\"text-align:right;\">2.5</td><td>virginica</td></tr><tr><td style=\"text-align:right;\">146</td><td style=\"text-align:right;\">6.7</td><td style=\"text-align:right;\">3.0</td><td style=\"text-align:right;\">5.2</td><td style=\"text-align:right;\">2.3</td><td>virginica</td></tr><tr><td style=\"text-align:right;\">147</td><td style=\"text-align:right;\">6.3</td><td style=\"text-align:right;\">2.5</td><td style=\"text-align:right;\">5.0</td><td style=\"text-align:right;\">1.9</td><td>virginica</td></tr><tr><td style=\"text-align:right;\">148</td><td style=\"text-align:right;\">6.5</td><td style=\"text-align:right;\">3.0</td><td style=\"text-align:right;\">5.2</td><td style=\"text-align:right;\">2.0</td><td>virginica</td></tr><tr><td style=\"text-align:right;\">149</td><td style=\"text-align:right;\">6.2</td><td style=\"text-align:right;\">3.4</td><td style=\"text-align:right;\">5.4</td><td style=\"text-align:right;\">2.3</td><td>virginica</td></tr><tr><td style=\"text-align:right;\">150</td><td style=\"text-align:right;\">5.9</td><td style=\"text-align:right;\">3.0</td><td style=\"text-align:right;\">5.1</td><td style=\"text-align:right;\">1.8</td><td>virginica</td></tr></tbody></table></div>"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "iris"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e88aa428-80e4-472a-80dc-1263bfc17415",
   "metadata": {},
   "source": [
    "## :kind/plotly"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "c57f8687-ff33-4b0d-9106-f480c4e3a7b0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div style=\"height:500px;width:500px;\"><script>\n",
       "    loadScript_Plotly = src => new Promise(resolve => {\n",
       "    script_Plotly = document.createElement('script');\n",
       "    script_Plotly.src = src;\n",
       "    script_Plotly.addEventListener('load', resolve);\n",
       "    document.head.appendChild(script_Plotly);\n",
       "  });\n",
       "  if (typeof Plotly === 'undefined') {  \n",
       "     promise_Plotly=loadScript_Plotly('https://cdn.plot.ly/plotly-2.35.2.min.js')\n",
       "     \n",
       "     Promise.all([promise_Plotly]).then(() => {\n",
       "       console.log('Plotly loaded');\n",
       "        })\n",
       "     \n",
       "     };\n",
       " Plotly.newPlot(document.currentScript.parentElement, {\"data\":[{\"y\":[5.1,4.9,4.7,4.6,5.0,5.4,4.6,5.0,4.4,4.9,5.4,4.8,4.8,4.3,5.8,5.7,5.4,5.1,5.7,5.1,5.4,5.1,4.6,5.1,4.8,5.0,5.0,5.2,5.2,4.7,4.8,5.4,5.2,5.5,4.9,5.0,5.5,4.9,4.4,5.1,5.0,4.5,4.4,5.0,5.1,4.8,5.1,4.6,5.3,5.0],\"r\":null,\"name\":\"setosa\",\"marker\":{\"color\":\"#1B9E77\",\"size\":10},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.5,3.0,3.2,3.1,3.6,3.9,3.4,3.4,2.9,3.1,3.7,3.4,3.0,3.0,4.0,4.4,3.9,3.5,3.8,3.8,3.4,3.7,3.6,3.3,3.4,3.0,3.4,3.5,3.4,3.2,3.1,3.4,4.1,4.2,3.1,3.2,3.5,3.6,3.0,3.4,3.5,2.3,3.2,3.5,3.8,3.0,3.8,3.2,3.7,3.3],\"text\":null},{\"y\":[7.0,6.4,6.9,5.5,6.5,5.7,6.3,4.9,6.6,5.2,5.0,5.9,6.0,6.1,5.6,6.7,5.6,5.8,6.2,5.6,5.9,6.1,6.3,6.1,6.4,6.6,6.8,6.7,6.0,5.7,5.5,5.5,5.8,6.0,5.4,6.0,6.7,6.3,5.6,5.5,5.5,6.1,5.8,5.0,5.6,5.7,5.7,6.2,5.1,5.7],\"r\":null,\"name\":\"versicolor\",\"marker\":{\"color\":\"#D95F02\",\"size\":10},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.2,3.2,3.1,2.3,2.8,2.8,3.3,2.4,2.9,2.7,2.0,3.0,2.2,2.9,2.9,3.1,3.0,2.7,2.2,2.5,3.2,2.8,2.5,2.8,2.9,3.0,2.8,3.0,2.9,2.6,2.4,2.4,2.7,2.7,3.0,3.4,3.1,2.3,3.0,2.5,2.6,3.0,2.6,2.3,2.7,3.0,2.9,2.9,2.5,2.8],\"text\":null},{\"y\":[6.3,5.8,7.1,6.3,6.5,7.6,4.9,7.3,6.7,7.2,6.5,6.4,6.8,5.7,5.8,6.4,6.5,7.7,7.7,6.0,6.9,5.6,7.7,6.3,6.7,7.2,6.2,6.1,6.4,7.2,7.4,7.9,6.4,6.3,6.1,7.7,6.3,6.4,6.0,6.9,6.7,6.9,5.8,6.8,6.7,6.7,6.3,6.5,6.2,5.9],\"r\":null,\"name\":\"virginica\",\"marker\":{\"color\":\"#7570B3\",\"size\":10},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.3,2.7,3.0,2.9,3.0,3.0,2.5,2.9,2.5,3.6,3.2,2.7,3.0,2.5,2.8,3.2,3.0,3.8,2.6,2.2,3.2,2.8,2.8,2.7,3.3,3.2,2.8,3.0,2.8,3.0,2.8,3.8,2.8,2.8,2.6,3.0,3.4,3.1,3.0,3.1,3.1,3.1,2.7,3.2,3.3,3.0,2.5,3.0,3.4,3.0],\"text\":null}],\"layout\":{\"width\":500,\"height\":400,\"margin\":{\"t\":25},\"automargin\":false,\"plot_bgcolor\":\"rgb(235,235,235)\",\"xaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-width\",\"showgrid\":true},\"yaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-length\",\"showgrid\":true},\"title\":null}});  \n",
       "\n",
       " </script></div>"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(-> iris\n",
    "    (plotly/layer-point {:=x :sepal-width\n",
    "                         :=y :sepal-length\n",
    "                         :=color :species\n",
    "                         :=mark-size 10})\n",
    "    plotly/plot)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "7a4b8c01-9bc7-44b5-8dfa-d560bbe81318",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div style=\"height:500px;width:500px;\"><script>\n",
       "    loadScript_Plotly = src => new Promise(resolve => {\n",
       "    script_Plotly = document.createElement('script');\n",
       "    script_Plotly.src = src;\n",
       "    script_Plotly.addEventListener('load', resolve);\n",
       "    document.head.appendChild(script_Plotly);\n",
       "  });\n",
       "  if (typeof Plotly === 'undefined') {  \n",
       "     promise_Plotly=loadScript_Plotly('https://cdn.plot.ly/plotly-2.35.2.min.js')\n",
       "     \n",
       "     Promise.all([promise_Plotly]).then(() => {\n",
       "       console.log('Plotly loaded');\n",
       "        })\n",
       "     \n",
       "     };\n",
       " Plotly.newPlot(document.currentScript.parentElement, {\"data\":[{\"x\":[0,1,3,2],\"y\":[0,6,4,5],\"z\":[0,8,9,7],\"type\":\"scatter3d\",\"mode\":\"lines+markers\",\"opacity\":0.5,\"line\":{\"width\":5},\"marker\":{\"size\":4,\"colorscale\":\"Viridis\"}}],\"layout\":{\"title\":\"Plotly example\"}});  \n",
       "\n",
       " </script></div>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(def plotly-example\n",
    "  {:data [{:x [0 1 3 2]\n",
    "           :y [0 6 4 5]\n",
    "           :z [0 8 9 7]\n",
    "           :type :scatter3d\n",
    "           :mode :lines+markers\n",
    "           :opacity 0.5\n",
    "           :line {:width 5}\n",
    "           :marker {:size 4\n",
    "                    :colorscale :Viridis}}]\n",
    "   :layout {:title \"Plotly example\"}})\n",
    "\n",
    "(kind/plotly\n",
    " plotly-example)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b2910f17-0f13-4456-95cf-e8504b2d37b5",
   "metadata": {},
   "source": [
    "## :kind/md"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "ec7ce230-a18c-4b52-89ff-91bc275de322",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "**bold**"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(kind/md \"**bold**\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "efe3ae60-bba4-4cfb-a9ed-382c2bfc23b1",
   "metadata": {},
   "source": [
    "##  :kind/vega-lite"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "626087db-1628-477f-9b9a-1770d002a93d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.vegalite.v3+json": {
       "background": "floralwhite",
       "data": {
        "format": {
         "type": "csv"
        },
        "values": "rownames,sepal-length,sepal-width,petal-length,petal-width,species\n1,5.1,3.5,1.4,0.2,setosa\n2,4.9,3.0,1.4,0.2,setosa\n3,4.7,3.2,1.3,0.2,setosa\n4,4.6,3.1,1.5,0.2,setosa\n5,5.0,3.6,1.4,0.2,setosa\n6,5.4,3.9,1.7,0.4,setosa\n7,4.6,3.4,1.4,0.3,setosa\n8,5.0,3.4,1.5,0.2,setosa\n9,4.4,2.9,1.4,0.2,setosa\n10,4.9,3.1,1.5,0.1,setosa\n11,5.4,3.7,1.5,0.2,setosa\n12,4.8,3.4,1.6,0.2,setosa\n13,4.8,3.0,1.4,0.1,setosa\n14,4.3,3.0,1.1,0.1,setosa\n15,5.8,4.0,1.2,0.2,setosa\n16,5.7,4.4,1.5,0.4,setosa\n17,5.4,3.9,1.3,0.4,setosa\n18,5.1,3.5,1.4,0.3,setosa\n19,5.7,3.8,1.7,0.3,setosa\n20,5.1,3.8,1.5,0.3,setosa\n21,5.4,3.4,1.7,0.2,setosa\n22,5.1,3.7,1.5,0.4,setosa\n23,4.6,3.6,1.0,0.2,setosa\n24,5.1,3.3,1.7,0.5,setosa\n25,4.8,3.4,1.9,0.2,setosa\n26,5.0,3.0,1.6,0.2,setosa\n27,5.0,3.4,1.6,0.4,setosa\n28,5.2,3.5,1.5,0.2,setosa\n29,5.2,3.4,1.4,0.2,setosa\n30,4.7,3.2,1.6,0.2,setosa\n31,4.8,3.1,1.6,0.2,setosa\n32,5.4,3.4,1.5,0.4,setosa\n33,5.2,4.1,1.5,0.1,setosa\n34,5.5,4.2,1.4,0.2,setosa\n35,4.9,3.1,1.5,0.2,setosa\n36,5.0,3.2,1.2,0.2,setosa\n37,5.5,3.5,1.3,0.2,setosa\n38,4.9,3.6,1.4,0.1,setosa\n39,4.4,3.0,1.3,0.2,setosa\n40,5.1,3.4,1.5,0.2,setosa\n41,5.0,3.5,1.3,0.3,setosa\n42,4.5,2.3,1.3,0.3,setosa\n43,4.4,3.2,1.3,0.2,setosa\n44,5.0,3.5,1.6,0.6,setosa\n45,5.1,3.8,1.9,0.4,setosa\n46,4.8,3.0,1.4,0.3,setosa\n47,5.1,3.8,1.6,0.2,setosa\n48,4.6,3.2,1.4,0.2,setosa\n49,5.3,3.7,1.5,0.2,setosa\n50,5.0,3.3,1.4,0.2,setosa\n51,7.0,3.2,4.7,1.4,versicolor\n52,6.4,3.2,4.5,1.5,versicolor\n53,6.9,3.1,4.9,1.5,versicolor\n54,5.5,2.3,4.0,1.3,versicolor\n55,6.5,2.8,4.6,1.5,versicolor\n56,5.7,2.8,4.5,1.3,versicolor\n57,6.3,3.3,4.7,1.6,versicolor\n58,4.9,2.4,3.3,1.0,versicolor\n59,6.6,2.9,4.6,1.3,versicolor\n60,5.2,2.7,3.9,1.4,versicolor\n61,5.0,2.0,3.5,1.0,versicolor\n62,5.9,3.0,4.2,1.5,versicolor\n63,6.0,2.2,4.0,1.0,versicolor\n64,6.1,2.9,4.7,1.4,versicolor\n65,5.6,2.9,3.6,1.3,versicolor\n66,6.7,3.1,4.4,1.4,versicolor\n67,5.6,3.0,4.5,1.5,versicolor\n68,5.8,2.7,4.1,1.0,versicolor\n69,6.2,2.2,4.5,1.5,versicolor\n70,5.6,2.5,3.9,1.1,versicolor\n71,5.9,3.2,4.8,1.8,versicolor\n72,6.1,2.8,4.0,1.3,versicolor\n73,6.3,2.5,4.9,1.5,versicolor\n74,6.1,2.8,4.7,1.2,versicolor\n75,6.4,2.9,4.3,1.3,versicolor\n76,6.6,3.0,4.4,1.4,versicolor\n77,6.8,2.8,4.8,1.4,versicolor\n78,6.7,3.0,5.0,1.7,versicolor\n79,6.0,2.9,4.5,1.5,versicolor\n80,5.7,2.6,3.5,1.0,versicolor\n81,5.5,2.4,3.8,1.1,versicolor\n82,5.5,2.4,3.7,1.0,versicolor\n83,5.8,2.7,3.9,1.2,versicolor\n84,6.0,2.7,5.1,1.6,versicolor\n85,5.4,3.0,4.5,1.5,versicolor\n86,6.0,3.4,4.5,1.6,versicolor\n87,6.7,3.1,4.7,1.5,versicolor\n88,6.3,2.3,4.4,1.3,versicolor\n89,5.6,3.0,4.1,1.3,versicolor\n90,5.5,2.5,4.0,1.3,versicolor\n91,5.5,2.6,4.4,1.2,versicolor\n92,6.1,3.0,4.6,1.4,versicolor\n93,5.8,2.6,4.0,1.2,versicolor\n94,5.0,2.3,3.3,1.0,versicolor\n95,5.6,2.7,4.2,1.3,versicolor\n96,5.7,3.0,4.2,1.2,versicolor\n97,5.7,2.9,4.2,1.3,versicolor\n98,6.2,2.9,4.3,1.3,versicolor\n99,5.1,2.5,3.0,1.1,versicolor\n100,5.7,2.8,4.1,1.3,versicolor\n101,6.3,3.3,6.0,2.5,virginica\n102,5.8,2.7,5.1,1.9,virginica\n103,7.1,3.0,5.9,2.1,virginica\n104,6.3,2.9,5.6,1.8,virginica\n105,6.5,3.0,5.8,2.2,virginica\n106,7.6,3.0,6.6,2.1,virginica\n107,4.9,2.5,4.5,1.7,virginica\n108,7.3,2.9,6.3,1.8,virginica\n109,6.7,2.5,5.8,1.8,virginica\n110,7.2,3.6,6.1,2.5,virginica\n111,6.5,3.2,5.1,2.0,virginica\n112,6.4,2.7,5.3,1.9,virginica\n113,6.8,3.0,5.5,2.1,virginica\n114,5.7,2.5,5.0,2.0,virginica\n115,5.8,2.8,5.1,2.4,virginica\n116,6.4,3.2,5.3,2.3,virginica\n117,6.5,3.0,5.5,1.8,virginica\n118,7.7,3.8,6.7,2.2,virginica\n119,7.7,2.6,6.9,2.3,virginica\n120,6.0,2.2,5.0,1.5,virginica\n121,6.9,3.2,5.7,2.3,virginica\n122,5.6,2.8,4.9,2.0,virginica\n123,7.7,2.8,6.7,2.0,virginica\n124,6.3,2.7,4.9,1.8,virginica\n125,6.7,3.3,5.7,2.1,virginica\n126,7.2,3.2,6.0,1.8,virginica\n127,6.2,2.8,4.8,1.8,virginica\n128,6.1,3.0,4.9,1.8,virginica\n129,6.4,2.8,5.6,2.1,virginica\n130,7.2,3.0,5.8,1.6,virginica\n131,7.4,2.8,6.1,1.9,virginica\n132,7.9,3.8,6.4,2.0,virginica\n133,6.4,2.8,5.6,2.2,virginica\n134,6.3,2.8,5.1,1.5,virginica\n135,6.1,2.6,5.6,1.4,virginica\n136,7.7,3.0,6.1,2.3,virginica\n137,6.3,3.4,5.6,2.4,virginica\n138,6.4,3.1,5.5,1.8,virginica\n139,6.0,3.0,4.8,1.8,virginica\n140,6.9,3.1,5.4,2.1,virginica\n141,6.7,3.1,5.6,2.4,virginica\n142,6.9,3.1,5.1,2.3,virginica\n143,5.8,2.7,5.1,1.9,virginica\n144,6.8,3.2,5.9,2.3,virginica\n145,6.7,3.3,5.7,2.5,virginica\n146,6.7,3.0,5.2,2.3,virginica\n147,6.3,2.5,5.0,1.9,virginica\n148,6.5,3.0,5.2,2.0,virginica\n149,6.2,3.4,5.4,2.3,virginica\n150,5.9,3.0,5.1,1.8,virginica\n"
       },
       "encoding": {
        "color": {
         "field": "species",
         "type": "nominal"
        },
        "x": {
         "field": "sepal-width",
         "type": "quantitative"
        },
        "y": {
         "field": "sepal-length",
         "type": "quantitative"
        }
       },
       "height": 300,
       "mark": {
        "size": 200,
        "tooltip": true,
        "type": "circle"
       },
       "usermeta": {
        "embedOptions": {
         "renderer": "svg"
        }
       },
       "width": 400
      },
      "image/png": "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"
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(-> iris\n",
    "    (hanami/plot hanami/point-chart\n",
    "                 {:=x :sepal-width\n",
    "                  :=y :sepal-length\n",
    "                  :=color :species\n",
    "                  :=mark-size 200}))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "aff26dd4-b172-4acc-bd91-9ea0f9b58bd2",
   "metadata": {},
   "source": [
    "## :kind/tex"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "592d21bb-cf45-4471-97b5-6e263136716b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\sin{x}$"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(kind/tex \"$\\\\sin{x}$\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9f8c1454-53a7-4ec3-810f-54811eceafe2",
   "metadata": {},
   "source": [
    "## :kind/image"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "08805465-ce9e-4871-b84c-9a60bb704cb9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAeAAAAKACAIAAADLqjwFAACAAElEQVR4XuyddXhbx7bo8+59795zes5p0zRtmJmpwYaZkyYNMzMzMzOYmRNDzCwzM9uSmdlJHIMssP1m9mzJW1rStuW6p2lOvu/3zTfaGsnOPz+vrFmzpp1vqkglvFLq/kiEXilir+QGiGeiWCFucQKFwG8g+HAbm+A1UIgR9D8wTeCTWieB78Ot9Uqs9UlQAa+4agQntsoz5pNHdKV71Ee3yA/KqXSLqHKLqCG4h2PQxCWyxiHsk334J9sIDJpIsQ39qBCb4PcKgSttQysRNsEfMEGVMgR/sAwotwwoazngy5vB0v894q1fxRvfcgufMnPvUoSZV4mJZ5FCjNwLFAJXMjH2KERrDN1zDdxy9NzydF3zDTxK9N1K9NzLdN1KdVyLtF0KtZwL5NB2wqCJhkvBC/vs5w7ZTx0xaCIh97l9/nP7wmd2BU9t85+8y3tsk4t4ZJ2jjHtvMlTitlmqStw04SoEriRcN0oGpCBumvAwxmlMrpukXTHmXVKF8wbJKnFWL1ElTmnHqcQJzRiVOKYe1SYcfBGqEvufBSukHVQwO0CpbUubCRquJMh8LfpZGPRDhT48CQxB+/Lqfr+gWR39lxG0VWC5QsCX07wL+aCQP1rQppxiMsGO9shDjv4qaCbAzl8F/VXQKtBmgnaPFyrEI0HURKKAgo/w5oq8uQIaHp84GgnaO4nvm6gC3vE1COhoJXxyj6x2j6wleERg0MQ1qtYxvMohosouEoMmUuzCKhUCVUiA6vw8BY3EqhDkWYXAlUyYgtZ3z9dzK/izBH3/baZK3DFPU4lbpjyFQDUTbhinALiIr4JuW0EfehmmEgeehyikXVPk2DKAUtuWNhO0a2xd88TVUlQjPJPqOMkCTjIf/RrI0VJB+yTX+SWpAAqiFToajYqo8oiq8YjiEzwjMWjiFs13iqh2jKy2j8KgiRRmNN2SyFoRWNDWQe8xgR9lCHqvTNDWQRUKAV9OA2N5gjJBKwPGyAS4kgntaM985GgkaH33wj9L0A8ss1TirkW6SkAFswNjbVrNSgR92Yh7URWggtmBCmYHKpgdqGB2oGpbx+FX4SoBY2rCFytolxh+88TWSHFPqEVxNKVpiaN5Qj+eSFVBoyCaOFoqaOJoJSgVtHNkjVNUjUM0Bk2kMKNpJlCRymmNoKFqladQMFDlBGWCJhMIVDMBrmRCO5pTgBxt4IHC56K/iqBh0oMdGFMToJq/CrolQNW2jiOvI1QCqpkWNExisAOU2rb84YJ2jq5tIqZaCgqi3eKxppGj0a+BBO2bWo8E7Zsi8E9WAZLogI5WQrVndK1ndB2BE4VBE/eYOpco/Bs6xmCYvzMzmmYCkx4EqM7WpThgskJ5CgUDkyEEZYJGc4XA9AUBrpTS5GivQuRoQ89CQ8/iP0vQD62yVQImPdiBMTV7ZA2TIbdM0cNUZYL+muJoHUfVIlUCJj0IX6yg5bMZEqCymXG0WzzfI1HASRZ5c9E/ttE/tcGPKwxIUQESRMs5Wjk1nBg+J0ZA8IrGoIlHrMA1Gv9uTrEY5m/LjKaZwKSH8tTH5yho9FIhMH1BgCulkK+VCtqIU9TWgs5/Zpf31Db3ybucxzbZiEfWWW3FA8sMlbj3Jk0ht824SpBX9m0ztDjtq6DbVtCqApMehC9W0MqQt7NE0CiIRqNrXK1E0PWUoBv9UsTQwiwoTHQo5y8jaPAlzQC/gebfImja0d5FyNFI0EackjYSdPZXQbMDFcwOVDA7UMHsQAWzA9X57wGqmRZ0YGYjIiCjwT+93i+NLgf24QmhmtkBqm0Gz6RaRdQRQXOS6pF8PRJEpPTCTXnZnDKgmpUKmgKuRLjH8X2SsHP9kwVIvoFcURBPHJxaj4BqZgoaAgvyKOr+LEHThFTJQD+HH1EKzEqzQwQNgZ5tHdIENDMHzbJJqOGYJ0XTAYMmak55r53yXjnnvXDBoIkUImgI8rVCiMEhULUEqGwCVDABfkNz4lYsaBrTDCY3zTKumaZdUQRUc+uAymbntE68SkAFswPV2bZABRPgSsJXQbMIWugeK/BOFMgJmjgaqvmroFsCVPMfJGi8l9j2gi6Aav4q6N8DVDA7UMHsQAWzAxXZtkA1f6aC5iTzFSH4MwRdh3BFTpQjRuQWU4cE7ZvIh46G24PMTUIIqb0D8FUVtMwmJwNY16G8bvpTE6HVMtDP4UeUArPSBKhmdkG/9atQCajm1gla0ylfipYjBk3UnfNZBV0IeWqbrxCyiwiB24MEuM1IgNuDBFgHwl4NAuz8hQv6pFasShzXiFYJqFR2YP0GAa4kKBW0qkAFtwo6B/3vF7QM0UKCa3SdVwIOfuUcjYAxMmukTJ8wBNSqKmhlwLoO5XXTVU2E1chAP4cfUQqMqQmwwI5ZZvf7gWpunaCV5aBfOea+dMp97oxBEwkkXpa3M4ugn7zLUwhUMDtQwexANbetoGGBXeuACmbnjG6CSsCsNDswpmYHKpUdWL9BgCsJ/+GCViBlCjEBCZoTj4NfOUezpDJAjEwDtgdbuUmoDJj0IMCY2iGiuonwWhno5/AjSoFq/irolgBjavaKPahgdqCavwxBw21DdmBMzQ5UMDtQqW2LUkHDJAY7QLXN0HSuWgbRnyVo5ygBAxHBJUrgGVeHQl05R7OkMkCMTAMqoOk6aFUFDQsHCTDpobxuuqaJCL4M9HP4EaXApAcBJjfYUxxWAR9UAqq5dYJGEyk6zhg00XQtbKsUxzO7AoXAmJo9sobJEAJU879H0DBZ0Tqggtk5p5+kEjCmZgcmPdiBSmUHJknYUyV/mqBhDE5BdS/6MwTtFEkQMhA7R9Z5xNLOlXM0TGKwpjKqwRlC+iShqoKG/yJF/64mYEztFFXbBP2vlkA/hx9RCkx6EKCa2QUtf6axOaCaWydoNJei64JBEy23orYSNFzJvh6qmR2o5i9b0KoCY2p2YNKDHahUdmAMzh6JtwvKrEcEZogD0kX+qWI/nggfn+PiU84Q6OVmBe2drBhfrlgRDd5JGK/Eek6C2DNe5BEn9KCqKdBLhWAdJwkhbvF8hcj6iyFoaKtIIRG0R2yNZ1wtJ57vlYD3DH2ShD7JuMudQjzjqxUC1MwUNI0XBZqgH+oaU4MgNdpkTnCP4yuEuYYJVCqxsHMkkzrpCBY3A1RzM4LGddbUcRXZEWuXHD1v2Yh17FcqP8oKGtlZRtDuxXruJbpuxTquKExGds5HsAiaOBpB5hQFL+zzFfLMNlchUM2ftaClmqbGm2ZpSNDXTHlwvGKMSGnB2AwXDZL/UM7rJaoEVDA7UKnsQDXToLcU0S4wTchAJCUovQGT1sgkML3RN7XeO62l4NPSKWKF+CRBGhBe8fUqgBydiHRcB3FPqFUIVh4IMyWRJiO0lMSSMr6L5mPwvMo9DrmyChNfSU/wE/RWpRSXWAyZu8VgI3tGYZiOxmloRbhFVykE/bVQCFxJcI6qkspU2tnDORJ3NEWQNqcuEbX4JTWSyB0C1dw6QUsgZR5No+SAzO8c6Ti66TAhp5g6qILPquDjKpxifc8iPY9CXfcCHbd8BKVp+WQ0Qs0JF9tBNJyLFPLSLlchz3CxnbyFWYAKZgeqmR2obEXiTpOO10141025LR+vGqVcNU5uGuXhtZBL+skqcUE3sU04C7LS7LlpqGB2mJ89roVBk1OaMac1MGfVMWROaBecVkchbCJVRIGPYwSnNjbBawxMVVnQvskifzmS6hk0yuETX99yKEErLql2T6hWBLugFUCfAqeX1dETfCgcUYVJqKQn+EkNkTLBKQ5DHK1M0CArTQMak9LAlQQQm2PYBc3sQE2b+t8naHngoXB2ZE4nMlAuaIwBp1Dfs0DPI1/XPU/HLZdF0Mz6aCZwJS10+xzIK/u8v6agmwCdlZoBNJum+03TGPJayFX9FJW4pJP4+/lzBX1WPeYcxVkG7ULSBQxEmDQxQqGmA0l7irSWghZLusEJ5VCmad+E+pbjnSjySsI9QiFAzbSgcX9RsMPGssmmqqBd4z5JcY7HoIlb7Cf3WKxRTjSmWbFit8q39qeByibAb2idoEmTJgjcHmzdJqEyoILZgWpunaC1XWT2CaUw66NlaqWBmtkF/dwuD+4Qkl5LCoEKZgcqmB2oZnZBg85KzQCaTdP9pmmMUuWAam6doC/rJqkEtDO7oOH2IAFu97GjsqBDM4QMxJj0eoSsoGlHI0EHpDX6p7eUgLR6ZYIOSG5g0CjFL7Gh5fgkib2TFVf4eSTWKILKRIMdNpZNNlUFLZljXBIwaOIeV+URh+vqvGIwzEo7aFV2QSsDfkPrBE3anEJggV3ryuzaCqjm1glax7WQmYaWAhXMjrpDLuS1A05PwwT0vyEHrQyoZnZBqwqMqVnamSKuGXDbhCt6ySoB7UwEfQ7UdRBg9pkAY+qW0yJBh2WKGNRLIXE0gwZEUHoDcq5KUO06+fDEXSC3HpPSKIdforjlsAgaJj3IUXL3hDpSGSKHvJdbK2hmwO6aiEETD2qfEJeCxGJaUH73CSqYHWjn1gmaXBQAgUkMAlRz6wQNY2p2oJpbJ2hdtyJdt2IIVDA7MBmCj4w74k1FaOe/kKBhp2l2gJ1bKWgYU7MDFcwOtDMR9HlQ10GAMTV76qMltEjQ4VliBg1SwjIUgxwdmCEObNkYlC4O5Aok4AN4UoJ4DTTcRiayqY9m8E0W+aTAYmoMTHqQo+T4jivmrVcSYNKDoKqgmQG7WxIGTTwTajgJ+LiKTxyGeYAFFuSxluUpvUALrmydoMlVWxCYxCDAQ97sR72VAb+BHajm1glajyrtgMCkBwGqmQCTIfjIuFPhS4eCFw5FEKjmz1PQsNM0OzDpQfpN05ikywFVS4DJEHZg0oMdaGci6Augkpq9nhomPdhRWdAR2fWARhaCM+qDM8QqjPJ7jzSkowWFxNQUAbi9Z0vxSxH7cmExNcvJRqoIDxRNs9VNqyhomY3KZAyacKgKPFxGHY+B1dMQqGz2iBvauXWCJpfVQmCMTICqbR1QwexANbdO0PoeJfoepRCY9GBPfUA7E0G/cix8qQjYVokA2ySxA9sksQPbJ0maKMHGpBi4kh2oePkCPlmgmlsnaBiDswPtTASNK/MUAWPq1tVNt5mgI3PkaCCTUGxenKpuyagAKsEtyXFLE9zSNHc9ZV5hC0c/rvCvLmh4WLxVR8YV57L/QoKG38wOVPOfK2iFUEfG5dX8VdAtETRMhrADFcwOtPNnKmiyPRiWKQrPEiM7IxFH5TYigLVFzJeRWS0dJWV8UmA9nxSptVs6BqbVeydDC2PgURqKemWCligYoETQVFU1lWtO/CQtEUEwfwdPLsaLOq1DNkv9EzFMEcPYuXVAZWNrU4dcpP8W6blEXEunRNDOkqPeDhG4a5Kd4kuz/n1AlROIjt/6l77xK7HwLTb3KUKYeReagdb+Jt4Y6mbCAmRnWYqUbRIqA1qYdjFIQOMctFMelYNWAFQzATYmJUA1swsaqvPfhXzy5N6bTISyHLQyoLLZgd9AgNlnFi7pU2dbFAHVTIBZaXaUCfqsVtx5zbgLFOcZtETQIiaRhKz6Fo5A0OyOVo3ANKU5aKDmZgQNs8805OZv+qXkJq04cuylDQQNu3kQoILZgXb+sgUtrbRjOvqzE7RjAZWDVgBU81dBM4EKZgd+AwFmn1m4bJDylxB0PSIyR0yTK2QSlSOMyUaIWzKixSHpfACovG4tQeliVQXNSRZxkuohMLlBQ86I0y9xVxDysK0EDetbCFDB7EA7f/GCJo6WCpp2tBJBU1fHFhpw5ChWVsUB1cwuaJiAZt8khJXRBNjfjr3LHWyfRICdo9sWYGEWsKCVbRIqA2aZ2YFq/jwFLbNhqI1Bk9NasSoLGpMnkiM6VxSboxphGbWhmbWhGXUMQOV1awnOEPvylPVdUgjdjAkC6zpoEpmFH7h/k+Qhn67WSKqSFlkjVBW03IUsUqCC2YF2/jIEDQvymEBHKxM0yUEbeslRoqyKA6qZXdAK0XAuonLQxRBYeEeA/e3Yu9wpA9ZvtC3AwixgQSvLQSsDqrZ1wOwzC1cMuaoKGtZ1sMPMR5/UwaDJGe041QXd5GWhlOhcYWyuMC6npaDF4Zm1YVkIfhOZAgbMKmyVCcms90tVHCwDNTcjaBhT06CIuynolixLFlEdP6jNwORqaZE1dWXXV0G3JVDKBBJHyzkaoaqg/9hNQuei105Fr5xKIFDNrauPhrE2ASq1bQEWZgEL+o55OsYss4VA1bYOmAxh4aoRbt4E7cwiaFVhRtOndDFochahqqCj88UUIiYxeaK4PFF8bktBiyOy+OHZiLomsoQMmFXYKhOa1eCfJvRLE0OgskmKw5tb753SCIHKpklhOl2yLEXMSZaUWqfUSIusqSu7VBM0TG58TXEwgckNwjtJqTXT0Qhlgjb2KkYYectRauCJKINANbMLGlZM4/PiLsVqzsWvnUshMOnBnvqAaibAWJsAkx5tC7AwC1jQdy0yMOZZLQQmPdiBaibAZAgL14xTVRU0rJhmhxlNn9bDoMk53YQWCloUmSMmgo4pIIgphITYAmFCnjgxt6WgxZHZdRE5cggwsnuPjCoR+FwpYTn1qgrah9fgw21UAbQefoTXQF3+QomYK807C5setljQcHvw6yYhE6hmAnqLOFoqaOJoZYKmNe0jR5khB1EOgWpmFzRciRe7ligTNEx6sKc+oJoJMNZmj7jbCmBhFrCgaSyyWwhMerAD1fzvETRcyQ7zs2f0MfhL0MsWCFoYIRV0ngjZOTZfjKG8TIjPF0ILM3VMRinx+WKGlCVqBoKWqQxpCVm4ho+U8eE21un4TLncSLpXw9GXK0Z69eVi7TY7UuBG1X4p1DylUfpQ0RFzpYJmOhrhQ80JdCPpBAUNpqGFWYANSAksgiaOJl6W8ucK2i5EHqhmpqAljiZFHRh2QRNHM0YiaAVQ1R0KIF2kIdDORNDqLop55YjPsEBgp2nCY+sshcAO1AS4spVY5UBaL2ipppsbsXYZnambHbGOSZXI7xivm6TBjtIERs/oeMaI66ZVgtl7mlY8u6DDclAcKgrPFUfk1UfnNSAvxxU0EBIK6hPzEaIkjIBClJJXn5LbQEjKwyTmY+KoLUEySonOFUXkEeolI70DGc0gNoeJ/Daj5HkjIia7ITqrPiqjITK9HhGWjs8rBmXWwzEwTYTcDUd/6uYBOAZSnUPkRkRQiggRQo0Ick7dX/IpH57Qmyvy5Ao9UgTuyXUINFcM6FgtC17ASWwC/QEgNwNItU7LndIxfUY8tpITgw95u0VXkY7VRMTMHtZSO8vhTLkYAo+otA4oXwjUsT0APQQfRH8zKm2CP+Dm/VjN+J7Dt/70ERVlMH3NHA29VIN0kZaQS3dcamq6VELR5GjYOZqg5ligENhRmvD8XbZKPLXOVAn4DYQnVllPrHIIzywxTyhHP3wrSUZb0RP0RPoQApTdypHabCSHX2RGqoyP9P1o0Ui1PyWtUJljCuw0fUk/UQaDhKYRA9ezIdd+Wgo8NUNoF5orCssT04LOF0sEXU/sTKkZSVkgoRlBS71MiKKkHJ6PvSyFKWimmuOy6+Ow4skGI3Y9TTZ+Kz6nMS67MTYLE5PZGJ3REJWGNN2ADyXiM+XyBKWLFeLPEygkIFUICeIJQ1IEock0aB7EFRBNE0fjUBrfo4gFTRwt72UJRN8KSBJKYSobCRo7WhVBUzFyHQLqGCI9XigHVG3rAFZVgDI1OwbTNC/owI9WAR+woP0qoJQVClouuFa0c8iGRMqEbApmVzx5QcNkCAEWTdOl06BnKeHlu0yVeG6drhLwGyhoQRM1P3/b5OjfJ+jWA44p0oAOTc0AmlbTwNq7qwZJDBLlgKdd2IEKZqcdUjNlZ1EkZefYwoZ4CkrQJHZuRtDE0fG5YkQcg5g8vM0YyUCy8YhB7yKY68k3SDYYpS/F8TkNFI0SRzcQQUdTcTRuvKcIqhmIAmRvkGnCn1cHCeTVhXIFYRJCucJgHgaJOyBVHEDdEEaCaKmjJYkOecgWIoR8ivnEKwnDTIP8JwjaIbRSilMIDZp/boLWdc9jkEORh+9n+YMF/co2SyWggtkBam5G0I8s6d3C+9b0BD1BQDV/FfTvFTSxcxRl57gibOekosakAjEimYKbL5SA5g3cvEZCcn4TCXn1hHgGsfl4pzFKgmTjEYPeQjAXS76B5K+lL+sTchulSONo5GhEVAZuvBeqCkH4eIsC/Lh8SACXH8YThksI44kQIfQ5xnqpo5lxNFSzqjBj5/8cQTuGfZLiHEqD5p+boPU88hnkUqAJyVCrIGjYPJqd13bZKvHCJkMlgJqbETTJRCMe2NATkp6Gav48BX3NMEkxoDj6mmEyA/n1UMHsQAWz0w4fPyEldAXiuIJ6Yufk4obkwnpESqEIwSuQUs8raJQjhSIpjySsZUjA0m8iDudPaBIAsp+lMydN5Ekd3SCJo+ujJVuFLQcWUxMCebWQIG5tWGpdOI8mDDtaGJKKD6mHpIlxUjtViAuxuUJyfJFsBv5OlKn5yxa0U3iVFJcwGjT/3AQte1I8j6KAcWT89woaxtQEqGB2gGpbh1JBP7GmC64fvqMn6AkCqvmvJWhYHC1zZReIuKGC2YEKZqddDCXo2HzazgnF9djOxQ0pRRhukRiRWsikIbWwkQmXIjm/gZBUIEO8JCqXIxEg+8FGefIbkaOJpilH12NHZzdEZTfg2m0wRufgjiJwpISO60DkxpDUuuC0WrkREZ4miEilQfPwVFFoGg25GAw52p8nwAcaUwQ+XD6WbEotHMm7bKMEX4r/NEE7R1RLcQ2nQfPPTdCyJ8XzKfCRcVUFDRVMgOfFCTDpwQ5MerAD1NyMoJ/aSI442tIT9AQB1fx5ChqqlqDgXi7mlV3yt3mlQAWzAxXMTrv4fKq6uUCUWChOKsJ2xl4uqecVN5FWxKRRISi4TsERtwwoBkffiaSPxmYhMTvOriAK5UkswCTkN8Tn1ZOcdWxOfUw2Hslmo9wYl9sQk9cAR9IhBI6RGYLwTL7ciEmrkxKRjhAiwihIP5DANGFAqsCfV+fHRfB9kmt9kmvgSN5lHWkCUjB+SbUU/ymCZpb6MeuyPzdBy1JAUYSrO/5gQcNYmx0YU7MD1MwUdNYzS8zzt/QEP5F2d7KjJ6S8D7ZtatvmTbAhKuGmSbJKXDdKVMRnKej4/DpK0EJkyZRiMbIzq6ClmpYZqewHzoFQKZGmkXKuiFJwMyO7oKGjQSmezBif10iltuVHUMNHE5VZp5DI9FpMk6BpTRNHh6YJgtOEQZSgA0jmGhu5Bo7k3WZHYuevgv6PFTRcSYAKZgcqmB2gZpr/NEHTZdFMcFmeFPlIHCqYHahgdtolIzMWCaQjSTpjvSpVc31asYh9TGeMlO6VjujvAfq5SYXCxAJ+QoEA/alIKWlMKW5MLsaaTqSKSeLzxXF5Ipizls1cN7R4VI2YrDoKgZRojCgstTYkjYLKhASn0WMQl05et3bEpSMIImjfxBqfhGpax3HVnNgqomn6qGF8lXfcJ3Ji0D0Ot9xziRci5BvyKQIqmwBV27Yw/xgw66/xGRkqv+EUXuUc+skppJJZZid7aBDTVoImh1YgwMU0quagVQWqmR2oWgJUPwGuZOf5u1zESxvMK2t6gp48lvY7taEn5GALVDM7UMHsQDWzCxoomB2lglaWg5ZPWEuAam4d7bhFwpRiIRoZUHnnkgZEejGgRMxCRrE8qSViXik9ykFpGjlaSDm6LqGQr0zQCKBmrGypRskW5R8xxmYLZCHdVoUR6bUkmg7LkIBi6gysadraLRuRlIN41XhsAguaummXL3G0JGSOq5YeBMcXrMR9QkG0Z8wn95hqt1jctNo5ToBg9rOGav4q6C9J0DD7TIBqbpWgsYu/CvrPFHRasYBXIkAjAxGOf4lzFQtayCSjGJNZIkJkF8uAnqAFqaV4GRqZ8Ci4JYKU4rrkIn5SYW1iUS1ydEpRIyG5sJFsGCbSFhbJUCAgE0ml9u8dSQ4djvG5AlnoPlDRmXyQDxHilAjOXJP8dYtGFImHpVZTI0Yakgem8BESR9OtOZCUVU1xQDWzCxpeF0uAqm0df3VBK9sklPSVLqWQ7y4NgWr+jAWd/9IG88qanqAnqpbZKQNuA7IDtwcJ4KZaGpg1ZuezE3RGqQhQ30RJowz4ofx6Ws1l9YjcUnnQW8zFaWVNpJaJmI5Ggk4sqkNeZiIp6sBF2TSFQinJBaQ0uw2gcugKSMwTJsiDK7VJQE2i6d9DeFoNAz6FAKe2eZhAriAgBXe8I2kNpqn/IEGTRhwQqNrW8VcXtCxNOWhJX+kyCvnu0hCo5tYJGmaf2QEKZucvI2hlwKxxM8jZWSJoZXXQ8kXT0tbSQLWto11WmUieUjEis6yhidJGGvwSvSUiMD+VX9GAKCiXR7pA+ilEejlNarmQVybgltallPCTimuTigWSGrsGhqbpAg8qUS5FgEgpFPAKRKltAS9fCOHmCxPz6hLyZaE0HZdTRyHfAltVojJqGfAlkbWkki9VFMwTBnJFASlC0oaU6eg/IsXBFCgTqNrW8aUKWtJXupxCvrs0BKq5dYKGMTIBqvnLFvQd8zSFyPu3WT43QedUiCjqmyhvQGSVNzZRJgG/rM8qFxOyGRS8b0QUVjRRVI7H3LKmNdIPIjIqxEjQaRVNjk4u4SeX1FGJC7oaGtmZSndQRdnFYgY4b05S56mF4rS2ICW3DpKcW5eQy4/Pk4XKdSgTNGyKzU5sZh2CuRUZnSVCIEeHpYvD0utDcbV1fRBPTPdpoqJpOqBOqPaJr0KhtGdcrUd8nXu80DVBhEATKVDN7IJ2jq5VCFRt6/irC1q2nXQhBbOvdAWFfHdpCFRz6wQNC/IIUNlfdorjrkW6QmDSgx15O0sE/aelOPIrxFJy3zdIISmLlggaKRhR/KFRSsl7GjTPLRMissubyKrAZL4XZVQI0yoEqeV1vDI+t7Q2pawWCZqKT6k9OomgucUUVPEf2VeUQLLnovQilahXSFJ2LSQxuzYuuyo2R0oNIi6bwG8iSyAlIUekEsxviM0WYrLEuDQ7U4wPsmc0IEeHpDUQR0s1TQfUSbV+1BaiV0IdJ1HomSh2T6pHMC/DhWpmF7QyoGpbx19d0LLLiihKGH2l31PId5eGQDV/FXRLgGomwJXs65Uhb+c/XdCF70VSCt7XS8krF+WVy8TUNPgJibjxSJahUV7Q1Ijm+WUiag2O08lIyH4vQppGjk4vF6SV1aWW8nkltSiORhFrQp4Yb/0ViPFpl6IGHmVnXjG2Mw/X7UnGNhV0QmZ1fGY1HGOzqmOyJWTVImKZUPEvk/hsYTPk1MkjeYvZvQ8F0RJH15M4OiQVZzxI0iOIKwhMqQtIrkWO9qd2EakOHmLmXTDeSRj3WIFCXKNxV+gWwiJohzDVYEpZmaAd0crQSma7UZUEbe4n5T3FRzSakDu/MUU0DEfT+BRhqDl1RVYJ6Q2t74XAvUbRE+RirG9fQhFCkaCJo/Go70XDsDN+DtXcOkErA6r59wiaILXzsy9Y0KTemXhZYmc2QZPnhtSCP0LQpZUipXwUy1FSKc4vF+RVCLBzqRG9RApGY2FFPbY8GPECCrSe/ixF4UdxwQcRIv+9EL3MLa/LKeNnlQl4hQLS/UN2xCLmUeUlpOYEVJ7IQ0X6kMZsCvS/gcxSvO2ZXtxAirtT8nDDa5LToALnGtrOVPIB12xk1Eam10SkVYenViGkVXdyEMnG44sL6qlcDZ1Jl6k/YUAlRhi9VSXgdEemCEEyHlIiMwSkvC88jR+WWhfM4+OyPLyXKPTjCn2TRT5JQu9EAQqovRKEnHiRV3w9Ak0844QeSM0xdW7RfIRLRK085JAI9S7BIwrjRjkaOZSEvQ7RMvEv84BJSyDf7BqFf5xUx9jIFPakfV3wh3dB7xE2gfTdg7IgWX8gmkZqluNNYLkF5r1F4EezwE9mATUW/nyLgCqzgALzwOw3/nlv/Ave+BfhCwwpm7tE8U09Cyw4Je+CKt/4FKPnVoEVJp5FNoEfLf0/mfrUGnCqdTkftD1K9FyLDVyLjJFqvUr0vEu0vQo0vHI0PXO03Qt03YpMfd7ruRUZun8w8Pig7VJs4lf1LqzB0PvjsWfeLxyzLUJq9ThlyHc6riVojbZTkWxBHpmzlehBBbMD1dwKQb+0o46fUEZm0oobW6Ca2YGqZRcuXMkO/AaJoEkyuqlzNDsMTUtkzeR3R9btyj8KWg6ydhFyKyPobhapoOUo+iBGoAUFFUIs7rK63FJ+TqkgvYiu85NDUmotU+GHq/eK6hRCbWYqgNhZTtCphWJyIwHeEszlx+dgQSNicciMU8PRmXV4By+9NiINObomPLWaeXSFidTOCNJFhCRqZO3Ml8AqaEWgX0P6m4Sl1obyakjpNFXswSe5aZzxiOdz4gWecXU+8fUI7ziRV6yQEyPwjK6jtRtRiwmvw5A5Ob/HULNnZJOjlQlaeuqvhZAvdI/EP06ZoJn3DQI7swn6TQAtaLOg98jOpoFVpoE1ZgECs0AsaLPAbPOAHCJoc39a0O+CPpi45b31LLHx/2DmlWfunW/lX0Ypu8icU2HEqdL1/KTlUaHjWWriWWbOKTPllBp5l+r7lGr5FKpzstU5ObqeJcjaFj4VRu4l5l6VZj6fkGeNvCpMfarVHAtOqfm/dMoxD0GWL1N3yNd1LTfy+KjrIqfjz1rQ8D6t/wBBtxQQUMtq+vcLuqJS2HLKPolLPoiKP9ZDiHAhyL8KkX6E6WgkaKosT1rn11SfB9VM4BXyFQLLAQnQzuRgTnIBLtojjo7P48fl1uKMczafPpwCHE1ECSE9rJnhs6SsGxai4NPtqgqa/BrkN6GC6FoSRAck80muwyehFtnZM64W7xzG8mUFzfeMrpUoElKLvfnlCJqKoLGaa6ixBAfRWM3Yzmb+pSQNYsYpNHTNsfQpt/GvMHLLMebkIEGbcQqM3bKM3fMMPMu0PSo0PYp1ODgrYulXauyZZ+hVoOudr+GVq+aZpcXJNfSpsPCvREG3nnOOmVfFm4BP+u7Fhp7Fpt4ftJzzL+uFvnbNMgn8oOtVqumUr+9RbuT1QdetVJGLvwq6iftvMxUC6zQIUMHsQDW3TtCwkpp07WgzQb//JGo55VX1ZZX1pZ8aIVDZBBhTE6RalwoagbcTpTuT9IYkDVQtAaqZAFVOIPWCzNhZerqdOBpFtQn5Ekdn85FASe4COlohJIKGKQ7FxYKtErT01yCCxkfMecjONVJBe1OCJncS+sSLEZSg65iC9oiqA9Au/qwErQh805VSQQe8twh8LxE04RMe/cuRlBmUkyeG7jnG7rkojn4X9B7NzXzy0QTF0eZeGeZeWUZeBXocZOcCXU6uiWeWqWeGjmOShlPya6fUV65p6u5Z2l4FRr7vsaA98rXseMbuBSgqN3DLMXTPRb8P+gNwzyJa3S3DwLdEx6NQ26UAGR8F1yx10MqACmYHFti1oszuTxS0MmCdBgEqmB2o5tYJWhGMsrzfXX6nsqDLPzWUVTVCSiobFAJjagJ5V87R1C5ifXZFAwQmKwgwuUGAaiaQEzdSO/MKaC9TXUFEVFcQLOg4JOg8fmxuXXwu1iVT0LQcU6sVEkMVYxBNE0eTihT54zYSVBW0VNPo15BmohEBybVkz9AvscY3Xno0vFZe0DHVHlE1FFDTX46gGdApaTO/j2Z+lWg08X+PCSinKNXnZJv45NuFf7AJKUfhs0VAsW3oRyP3DJugLAufFCNOqoFXlqFfroF3mrZD9Ku3fo9Nve+Y+NwwDrhvHavmlonMa+xdYeReZOVXrOfINXHPtPDJ03ZIVH8Xa+yRbe5b8Mo+Qd2Vq4VU7pql45ZrwCk25JTpuZP2pBB5L38VtBxQta0DqvkzFfSHKnHLqahuUCZoGFOzR9bkXXlHV4iVCRps99FABdMiBrE2gZxfl9qZm4/TGghSYU0cTdo2UY4mZ7vF0NFQzQTybjQubaZNTYqjGZedyxxKhGpmFzQznCcbhrhLdZogiFuHdwtxaQfOdfgl8JGmqYZKQoR3nADJmhNbIxW0Z3QdhYABfvK5CRrkN5pJcVgEfqSg1BxUZhFU8iaoCE2wnX1rTPyqTPwpRweUGweWGgeWGHpnG/lmWQUVWvjl6ntmWIaUWAWVvrKOsPJP1HMNVLML0nKNMQ3MMPFJem7mdumpwfmXJkce6B98YH5R10fdLdM04IO+e/HLt0mW3jm69tGm7lxL/0z1d6H3DNyfmAa8fBum756i6Zyg5hCv7sTVcc8ijTt03YqAmptxNFQwOzC58ddKcZBrtCAw6UGACmYHqrl1goaV1LdMUxFtluL4WF3fct7XNCpLcUBls0fWxOnMKBvvKFbIn2dpFuYBxRaA+zelM+xMijcS8+q4JbjVanKxOKkId15Fjo4tqIstEOJeenT7aVFMtjA6S0A6b8ge0W6CaqxRjSYR6bWRGbhfB9X9ToCbmuYKFQAanxLIpyDSPxUI0rGaGUeHcgUhKXXByfygJIx/Yp1PAsY7nk+a4XnGfPKIrkKC5sQIKIQM8JMvQNBmWNDYzkjNb4LyLINy3wQVmKMIWiJo44D3xljQJcZBBSg01uNwjTgpuq6JWi6JaKUxJ+O6poOug9dDE4vrOqZPrdzNAxJMfaPv6ZjuOntl77W7v5249uuJh0ee2mu4ZlqGVOo45tzU9Lur5XpDzUbbNvBdIE/XMeiWtvUNdasbGrZmXklajpEvrMNe2UXruKbrueNLZrVd82RvB5fwmQpaAaRBUsuBbZLYgd/A/j2wrRI7sN0Se9MlZUDFU7eMp/1pgqaK7eRtS4SrELiSuV4+iP4gyioTAKtisnFkrQCobFbqSSk0U9DIzkTQCIWClrafZgqa6mangBDuJ0Qor4qpaUSTZLMpZZORiFsRUM1SQUsdHZWJ7xmQtqgmF76E8YRSTQcn15E4mmQ8mgQdXcWJ4X+Jgv5oEYAzzkjQbwJLLIPyrIKyrYLTLIOycX20ryTFEVBqElBiElhkEpin55Ws6Rqp6RT2yjZI3SHc3C9dxzn21AP9Z6YWl148Pf7w0W0jMzP/cAvfkJuv1dfu37/p1Jn5uw7N3n5+9x1zDdeMd2HVmrZpF544bD1+f9fZO48NbOyC40w9A+4bWNx4bXz9lbGlT7yWQ/Czt76v3oVpu6boumVou2ZpuZC7wKnrwGWuCVfqaKhgdqCaWyNo++yvgmYH2LmtBV3Fb1QItDMRNJXiUAGoZgLcNmwSdLmEFggaqpwVMRQ0XV1H9dmIZ8AUNAQqlUB0HIF38HA0jUxNlM20NrIqFVnTxlcJ5s8iR1qkxGaJozPEkWnCMC4/JLkmKLEqIKEaHwfHHaWrvHDn6EpPqrkSCaIpVzZln6UuVknQzM+2BKasmfXRdozm/cz2/OQ4jF1YpfS4CjmiokzQup4lup5F9tG1VqGlj80CXln7WwUlmvskaNjEW/mXO6PnIeVmfoVvgostw4rNA7PN/JJf23nfN7a9b2x/R9/hupbtQ0NXLVvOmYd3dp4/PHvTmhUH9p9++mzv1auLNqxdsnntrHW/HXnw5Lqu/dEn1ld1/c39S3UdeIeu6l96rLvz1KXzD54/1DMycnZ5YWa+5eiZo9fuHb768NVb15dvPZGj7SNL3gYXvrRLNA0sI61KtZ2RB7mv7XnI2gg1h3Qt53xoWxagglsHtDO7oJXx2CZbIVCp7EA1swtaGVDN7EBlswOTHtKzLfRRF1mgstnFraqgySahCkA1swuaHDKkATqGAAWz84cLOpoKsZmOZmo6lIdb1qGAl3K0EAEVzA67oGMy66PSReG8utCU2uCkaoRfYjXd9T/hk9TR0kQHJc0vStDvokRGvu/fBJeb+WS/tAw0cAl1jki2DYq3Dci08c8xckt5bROh9i5Szy1J1znhhZW/XXjKNU2DXRevX9cwMOeEmLgH39N+c/LOo3uaTw9dOTZt1aLxyxeuOXpw84nDSzesnLdq4aKtGy6qaxl7J5j6ZaEg3Sqo9I6Wx/Lt53UtHbUt31p6uGpZvzF1tTdzczh589qRK1e2nThz8bH6yzfO17Qs1568v/bMi5uG/ih+N/TON/IuNOTk67qhaDrbwCvP2Ac3+vi8BK08xaEMqOavgm6JoK/qpyik3afaRoVAO7etoGFdB85yfBTnfajP/SjLh0aErJebr+5QBj72olzQQNOkuSg+dSIH3NaTIl+WR12XFZpSjUCxLbInuYIWhbroOSmbaznMVqXS44uIhJyGeKRp5OgMYVRaXQSvNpxbgzTtn4Tv3PJNqvZJrMSOjq9EjubEVrlHfXKPrCa1zzLE1CHIhiEnip6gJy5RdNckxxh6gp4goILZUSZo+9BKKUjHUlQVtEN8o0lgpZlfsZl3hrZdiJ6dj4GD2wtTy0d6VppWHkauQfqOgZo2/i8svO/rOl95aWbm7qtpbaVvZ2fr52fi6nZfx+CZkZmdt/dj7Udnbp2cv3H5sJkTp6xYuGrvlpWbV06eN3nR5rVbz106+8L0vomvjnOyZUCuhWey5lv3u6/VNCz0zJwtLz6+funJtSd6z7cf2bVi85qXhoZr9x9ec+Dk3iuPdlx9ftfcy9gv85Kul55nDpKyISdP3yNH1y1Lzz0TKdvMv/SzFLT8DiEL5IZvCNzuYwduM7ZusxFuD7ID8hXNAOzc1oKurGlQCLRz2woa1nXgTHRlfUFlY/4nWSoxygQN6zTYIQe72QXNcLTKgkZvkTpoYmqsaWTMdEEYt4YCC5pANI3eYp5zaRZmNM2s7pAKOjZThBwdk1oXzeNHpvIDU2r8U6oRfslVvkmfiKa943EamlFsxyBWgCD5aK9oeuJB9e4gXZOcYukJadMh//HmUCZokoOmM9Gg40fLBW0WVG0c8PFtEHo3R+tdwM2XBseu3th5/PiRK5fvaWjo2Niqv7W9o2F044XRcwMnYwe/q0+f7jp56NjlM8a2b1yDfZ4baG89uHfBqsWnrx09c/P4wYtHFm9dPXXlvLX7N2/cs2bM1JHmrvZPzS1vaL+7Z+z1EgXjNmHqb7w13jhs2L9j98kdJ68fW7F92aody7cd3TRt8aQZS6at37N1/m+/bTl+9tIL3WvaVq8dQ60jigx8s3Q9MrXdMrVdMrRd0jQcua/tktSduMjaWi650MIswEK61gHt3DpBkxu+IVC1rQMqmB2oYHaggtkBdm5G0LDwjh1VNwnbTNAKKf7UUPipsaBKwqcmoJrbVtBSZExNt+eXtzO7oImjpYLG/TQyhETHEakiQjhPSEHdF07upW0ZzDtc6Jg6AxOXJUTEZwgQcel1cal8RJTkjsQALtL0J7/kSuRoHE0nVHvGVHtG10qK7RjECRFesRjvGHqCnvzRgnYMr5ICb3JpuaD1vSvMgqtwotmL98TA8dCFm1sOHNhzfP8Tnce3Xlw/ffvc0StnT924+eCVnoWdn29o0r3nj3Ye3LJi3eIdBzYfvXBg28GNi1YvnLt0xq/r5x85u+u14evrz++s2r1+67Fte49tHTFpcJ8xI3v8PGX6ukPXtJxsQnJtQ7KMnAK031pvPbxl8fpZa3YtXbpp7qrtC5Ztmj1uxqA121eMnjLm55lTR8+eu+bwSQ1HH2O/pGfvwtVckkz9C7Vc09Tsk5GgdVzT1RwSXzskarpl/tUFrQwYU7MD1fxlCxrG1ASlddDQzm0raFiohys6qhpVFTRMYrDTrKBlHN0WgkZ2RsRk1kdniKMzGqLS6yPTxAjK1EjZfHgckQWyCUmgY+r0JmLTMMTOCPQEnwVHmk6tCeRVB3CrKE3X+CVR/f7j+d5xIjk48Rgy94lteugWQ98A4BwnuQogBgMVzI4yQTtFVEuBN7m0UNAWgR9NA6ssI+rM/Yt0HGMe6tgcuXjzyLmzjzUeqBnfPXZ1y/q9S49fOaRjamDl4KatZ33z7rPL185eu3387IX96zcvmThj8PhpA1dvXHj24oG5i8Zv2b1K/42etoXeun0bNx/ccPDEtpETBv04oG/vn6ct3HHupq6rjnP0fX3H/Rdvr9+/59DFPfPXTFq4diri1+1zFq6ZPOaX3lv2rVi3bdWUeTP+t9NPo+ctNvQMtovJuaTjdPzluzfBxa/skx5ZRGo5p5r65Rl4Zem4p+lyclUVNExWtA5o59YJ+pldgUJgTM0OVPOXIWioYMINo1SFKD1JCO3ctoKGBXm46q66Mf9jQ16lhI+NUv44QSOSc2UEzUBlQcvnN1Com47zGPE5jXHZmNisxuj0xqi0BgTSdDhP6aFEhUiK6nBJHx1Tp2GieTWY1GpEbGoNAT0PT+OHpPOD02oZjq4lbZX8koR+iQ1yeCWIEeT8oW8cPUFP3GMljaTj6QlpWwoVzI4yQZMtRwLZhCSoKmiTwMq34TWmvgVmHikmjgE3n7w6een8U427N5/u335k1m/bp569dcDESt/Cyvr2rRc7dx78bc2CbTsW7dq5fMeu5UdPbjh1YcuyVb906/n39RvnrVw9+/ajW3dfPJixcuai9fN2H9owbFz/HSeOnnv0Ws3K38g94am599E7apuPndl0cNeOY2sXrPl59ooxo6b2nLls1IotUyfP7b9q08zZiybPXT5vyab1O85eOHzv+c6bL/bd079u7K3pwr2o6XH8sf0Ds3AT31wTvzw9Tpq2p8oRNFRt64B2bp2gn9sXKgSuZAeq+augmxc0ArfjqKY03ZIRC1qFumkiaAaNUhR0pqaACmaH9MbDgi4UtETQifjEtpg5EuBdKhKwpuEmYWJeY0JuI9E0cnRMZiMVTYtoQSsfcWVe04i8LAxLF0o0jSHfH86tQUTwaiN41ZGp/MjUGpyDTsN3jYdmCEPSBVQczafSHfyAlLqAFGFAijgguUEOrwTcp5R4mZxCRKAnJDct11QaP6QPjuN0tltUHQ0uBalRWMwn6ZxHNzhlelmhoB3CPzqEv7cP+2AbVm4bUmITWvguuNg6uMTKn9j5I4Kc8CanVDTdikwDKyz98z1i8v3juC/1NHYf3Hr45PrHavsPnZmzctOYVVt+2Xlo/ckLJ+89fKWjY3Lu3CFtrduvXl7ZsmXe7HkDd+6ff/fRkScvzp44tWX+ogl7Dm3bd2LvgLF9Js4dvXXvr0PG9vlxYM+lO3bf17dSt/G6+MJo68krGw4d2X364NrdS1ZunbZo7aS+o76fsmDIwTPr1myfvWbb3EWrZvQY0mPiwpn7Ll3ceenmjiuPdlx5OXPr+ZuGnB2Xtdccf3r2ha2OS6KxV6qmS7yaY5KWSza1T4jRliGXgn4ufVfTIY/GMRehgUYH4twCBlIR50I1NytolXhhn68QuJIdckc4BCqYHahgdqCC2QF2lhW0VNOSEeuY1EfLjreM024Z8+CoVNAslFehsV5u/FjdiOJrMDbCmJq4WKbArqJeirRhNN11WkJOKYMSsRTq+kQFwPZJBMbN5TJ9TVPy+RjK10zgPd8E0rCftPCXhb65SgFUf2cIlQMRoyg7Mk0YkUrOBGIRk+MnYRmMESMOTcct/OUITMHnvCn4ZAxOxi/RYkU0UoKmHC0LdeFhHdG0Fz6FiF5Wo9EzqsY7qs4rWsiJqnOPrEb+9YwT+iSJg3hC96j3+IOJjW+8KxxCBX68RvuIjx4Jn8y90t1j8SEUl4i6QF6jU3hleEajU3C1cwifE92AHloHVLjFCQPSG92oexStgyos/crsQz/ZhVSaexVZeBchL1sH5DlFlL71zdZzSTT3SbIKTrGPSPfmVp5+6PgusMYzvvFNwKd3EVVWEZ90PYv0OKVmfpXmPsWmHvEWbr4u/m7X7h3T0r0yYVL7HbvH7z40aeehqRv3TNuwd/Hek7tPX7tx7e7TXbt2WL7RffjgzJLlY35dM3r+kn6zF/a9envnzbuHtu1etnztrFmLJ46eOnDm0p8X//bL8El9v+vz/cHrp+/pvtp2+hhyrrb1Oz0b6wsPrm3Yu2rzoeWd+v9t8vyhY6f2Hzmp95pt8wf/3P3A+R2j54zecGTHkq0bR8ycP3nZ+sHTls/ffKLLqLm9Jy87fEfrlbXvoduap5+YmHDiDd1TnlklGHnjXk5q9ryXVon6rtmGboVqNmm6zhkYp2ykaV0nZOpsXedM9FLXKV/XsQCPTuQ5GvO1nQq0HUsQWk5lWk4lWs74nIuGS76GCzY4tLMyQSPUHAsU8vxdtkog1ysErmTnMS62kw+r/8TIGtiZRnZZmnSklE0kzr2OfG2K57eMubeNeLeNuXcNeXeN6DkZWyNohcBYW3lKhE3QMm2jy0RSckuYiAm/Q9BM2AWNbwxgQlrfxWbJXrbSdOWKckErhM5NI0GLKEELyKFt0mEjVB5RcCqiHiIRrjxwJft6omMv7Og6r8Rar8Rqn8Qq34Rq35g6v2ihb5TQO4LvGV7pHvHBPabaM77aO+6DQ1CeR3Ql8jUypmtMo39qo0PkBx9etWVghj9P4B5T6xBSjcJqU48s57D3fvEN3tGN/omNHjFCFAXbBL+3D/9k7F1gGVD2xq8E2dk3pdGP2+gSVWsb/MExvNwhJN81ssg1ssQpMt/EI/TsC81dl2+dfaKnaR2DvsE1SmzsmW8dVuaczHdMELhxG98GVjqGfbyv/e7YtatvnAwv39rx5Nm+9RuHnbuw+MSZOdv3T1yydticX0eu2rH00MVzNx49OXfh7Iund/Yf/O2X6b2mzury8y/fj53cfs2miQ+enTp0fMP67YsWrpw8blr/SbOHTJw18Md+fx8+Y8jI+aOHzhw2efm03WeOnH9w68jlc7tP7J+1fOrYmYM2H1gxcFyXIWN7dOzxzS9zR01fOm7LsXWz1s2+/OLmpaf39545v+fU1UkL101YsG7BxgMLthy6oWH20tJl08nrG45fva1leUvHUcuFa8DJN/LK13FN13FOxR1Q3Yp0HXL0nNN0XdJkBZ1BORoLWs8xX+pohqDLKEGXSQSdyyJoNfschcCVhJfvMlUCqp8O0sFKFv6ygla8HtmZEjQXCxrZ2Yh7zxCDJlKUbhKqCrRz2wo6r1TMoJ6QW1qvTNCwvx0B2LmVgqY7+lO3FDYh6R8NkfeyIkGT49pE0ME8vhxBqQhBIFdAriWUg9z5DYEr2dcrEDSyc3ytf5zYL1rkGyXwjqjhRL73jH7vGfvBM7bCNaLQNiDTLbKCEy9wDKtzisQ31b4LLfFK+Wjmww1IFfhz6zkxAv+kRgvvbBu/XCNHnr4d19qnyDWq2inykzsK0rmNKHzmJNQ7hle/C6ywC/5gF1xhG1TqFP4B/fQnJp669sG2AWleiYWWvhHnnqsdv/9Yw8btwhNzLetIQ6cUXceEtwHp1uG5pv6ZRt6ZFj4F6Be79FR36aa1BlZq565uPnV+xa69k5cs77V28/CdByfvODJj/d7Zq3ctWrt307aDu83eGNy6fXrr9oWLl4+YMb/H5Jk/TZnZdeqcPgOHt+/Z75/9h/84ZnLfaQtGrtuxcOfh1cs3z/5h0Lc/DuvYfVSXsfPGLNny6+JNqxdvWLXt8M7NB9YMntBjwNjOU+aPHDK2l7rB4wkzhk5fOn7S4p/7Tuo3feXs0bN+GTZl2oI1WyctXDN+wZrOwyYPnbnk9EO115bOey/f24ri+dfG1zXemvqka7pwNZyS9T0zTLxyDdxy9F0KjT1KkYtxTZ5zLp3icMGOxkkP5GKnIl3HImpCg42MAmcplKBxdrvtBP3KNksloJq/DEGDTkk0cCVcf8MMgxeb8O6Y8O4Z8+4bYdBEimpldqrShoLOL6tn0EDIK2ugGvwrAFiYBSxobkEdJl8ohzJBx+fUIuJyZaHv+ZbfOYxT3p1OmaCpe1JkCOQh8LUp0Kr+kqu+IXAl+3olgq7zixURQfvH8gMTPgUkvveOL+PEFlt7J9oje8a+908WOYfXWPqVWQUU2QTn67vFXHplpe8SbxdY5BJWGZLWaOWbpe8Y/cLY96GOu65tjGtkmUdcpWcC34/X6JVYj2/Viqh2DPtkH/LeNqDQ3CvDzD3V1D3xwNUX9/SsdG29dd5xnpm+vamhqWNvG5mTv//i3StPDR/p2T8zcn5u4axm663rGmrul2zuneoYkqVl7bD79EFN08dHz6zetnvqkuX9Vq0ZvGBZrymzvx855Z/Df+k4c8XYvad33X9918be+PjJzdt3zd91YN78Zf2nzuk6a1H/keM7Tpk5cPyUfqMm9h46ttugMZ2HjOvac/B3//tDu67DO/Sb0rPHmJ/6ju/1667VJ26c3bR/26T5k3ce2zR5wchbz86NnNJ3/Y7lv8wdt/DX6aOnDh49e3i/yf27j+z9964dug4dunTT9p3HL+w4eXnIL/MGT52zeOueFfsOjZy3ZP6WXS/MrJ0juAaecQ/fBN419dV2TjDyzNSw42m8yzbmVCAdU+npAg3nIg0XSb7CJV/exXJgNZM+HnReGxbYtQ6o2tYBLczCZyjo38NNcwya3DFNvWuaet8k9YExBk2kKD2ooirQzioImsGfJWheIb4OEeoY8kcIOipTHJmhVNCUmmlB+yXVQqu2IVTSWU7QtUjQ3pECn0iBX7QwOJEfxvsUxC3hxGQ6hSQ/1rMxsAt0Csryif/kFllp6pFl4pHqFFl4z9Bp3ZGbF59Zqr8NM3dL90+ptfBKemzkZOwY9MzQQc82yD2qwC2q1Mo/961PvoVXvpZtMgqrfRMF4ZmNwTyBY2iBlk3wHW3bw9cfaVg56Nq6nH3wZNupk7svnL764pG2jcU9DfUHWlrPDQ0f6upfe/X6oYGxbUhETPEH5wiesYufW0TIjWdXr94/snnXrE3bpkyY9P3UWZ1HT/zHkLH/PXTC30ZO6zh16eD1+5eduXX46q3DK36bsGnHtIPHF89c0HPkhO8mTu/ed8g3P/X8nx4Dvu3e/589BvwLCXr4hB59h3f8qe837b5vN2X52DX7l/6ybNzAif1HTB+5bNPyY1eODp3Yb+fxDSOn9D92ac/gMb1Xb16y5Lc5k+aO7jLsx1GzR46YNnr0jElzV61avXPPmt0Hpi1fM2ftxtnrNq47fGTV/r0j58z9edHiPRcuXtfQe2zueEH9zfnXlg/NfF9aRz0yjXr6Jk3ftYJsDGo4l6g7l6m7lKi7FKm7FCDQEw2nchmcy/BDDFF5k521lNdNwxiZAFd+FTQTeLcLAa6E629ZYNDkrlnaPbO0B6ZpD00waCJF6VFvVYF2bltBF5Q3MGgk5Jc3KktxwA7RBGBnWtCpRUJMoVgOZYLGt4/n8uPzZMml+0dD5L3cnKBBcoNOcSgTtG8iXyFwJfv6JkFTdiaCxoUcEdjRATH8sOTacF65VwzvjaefppX9gYu3rzzRfWnsbsXhukeWW3DSdO0jbYNS9Z2D9l95/tTY08ITmTcjMlvAics3dg54qGN84uaD2+qGDkGJnLhCx9A8FEqjH+EQWOwSWu4cVGTtlfbWI9HKK+GtZ4yJS+DRG3fULCy0bawuP3t06PLpfeePHr164srTq+funEa8NHxhbGfySOf5ted3nxrp6NnbOoVF3tHStvFxPHRh54bdc1euH7dp29Qp07sMGPpfA4b/16RZHVdtG7Np/7T5a0aOm91n9PQe63bMWPbb2P1HFx4/v2LhykETZ3SdPq//6Andh43rPmH6IDT2Htx+8NguA0Z16tT7Hx16/s/Y2YMGTenefdT3vcd16j22e6eBP4ydOerQxX3rdq/cdmTt4rUzpy78+dy141Nmj7t8+0z7bt/8NKDDz/PG9hzZZ9DEEeNmTOsxbHiPYSP/96cuR65dW3Ng38w1K/v/Mv4ffbv3nTh257mTz81Njz94eujui+MPtS68fntF0+WGtv8jMy6VR8aqxXZ2LlNzKVFzLaJxQU/KKd5TSAXdFGhL7cxSlqfplK8QuJIAkyHsQDV/GYKGd7sQ4Eq4/vYbDL4Oxjz9vnn6Q7P0R6YYNJGitFmSqkA7t62gCysaIQUVjVny7ZBoMkqFCgF2pgVNQ1VJM1EmaPkjLZKDLcqaK8G2RxLqkZ2Zgg5JrUOQXcGQdDlEylIcRKwQuJJ9PRNK0LW4o3S8EEfQ0YLAuOrQlPd+8ek2Xl6PdDRP3Li+68TpvacuHzr/4Jm+s1tYnrlHAgp77+naGLkGnr6nbu4W7RKabeIc5Z9YHJZe6hOffP3Fo50nDp69e8faK9A7NtM1LMM3riw6pzEiTeyfUGnpnvxIx+nmK7Onhu+0rFx1bZyOXbt87PrZM/cu3dN6dF/z0dHLR45dPqhm8vDMzd07jyw5d3PnM93rl+6d2Hls0+aDG1btXHNH/fnWY/suPjg9bmb/Ndumbdw5bcmvo+YtGbLvyKK5i/sPG/fNqKntpyzoPnF+tymLes/7bdi8FUM37pl29OyyXUfnLl03as6yobOXjJw2b8SU2SPmL5885pd+PQZ9h+zca8j37bv8T4eef+s+/LsR03uOmd13wPjOHfr+7X86tus/psfWQ+t2Hdukb6n+SvfB7SeXO/f+vkufjh26/uu7rv8cN3vUwrXzfujTofuQXgPHjPjmp47DJk4cO3PmmFnTh06bOGzmxKEzf+4/ZeSIWRMWbVm1/czRdUcO7r16/fj9l4fvahy+a3TpNQdF0E2CdsERNBH0K5oS5Gg1l3KM83s0UiE2FV+75mq4ZiOo2moi6CKo2tYJGsbU7EA1/w5BKwC2SWIHtkliB7ZJIsCVLV9/5y0GTe6/SXtgkfbIPO2xGQZNpPzRglbYnvSroJsXNFVRh0uYZRFLSpjlgXolwJXs65kwBC32jRb5xfKDEj4GJRV4hkfpWZudvnFuzc4NJ69c2HH46Kpt+y8/0HIJ4pq4hBy+9mTTsYvnHr1ee/CMmrmbvl3gxSf6mtaujqFR3nFRdn7299RvoZjXKdDPKThc29pN862nqVOEjWeSW0imezDPwinwtbHNzRea+85eWrp5040X91bvWLV4w/wL909df3Jp4ZpZi9ZMe65zyTvM4PyN39ZuG/vbtonzlo+at+LnDXuXbj64evH6JdOWTF2yYcY3ndvtPb7syOlVE37ptmDp8JPn1i1cMWLY+PbjZ3WZu3LwjOX9pi7tNXtFv+GT2q/eOmHdzkkzl/SZPKfnxFm9Rk/uOXpSn8GjekycPrzvsJ/ad/2vPkN/RJMufb/vN6pbhz7/d8bK0dNXjOo+7NshE3ssWDN1ysIxnfq3HzF5QO9hXXcd3jRwZK/u/TtNmzep58BuXQd06tin/aipw9r9o133wT1HTh7zbZcffpk/e9XWjaOmTxw4cUTPsQO7je7TcUjXDoM69xjbb9iMcQu3rtp75dypR8/2XX288/Kri6/dX1pnaTuXUrFwPoqLKfmi2LlAzTX/lRuigIqjiaYxUjurYztnIiS11WyCZh5+YQJX/pmCts38KuhmgBZmgaXBvwp8bERIdhHlBU1dkaUCMBmSWdaAUCZoCK8YQ98zC27pVibohPyGeKrxv1zvf6reWQaiZmWCJlUcyLBko0+alIB1GgSY3GgJ5GupLtL4YkNODN/RvyKUKwxMKPUMi7f39bz9/OamvWt3Hd2qa65z9trFtdt2bz106upjjTvq+rvPXP5l+aobr7W3Hr/4wsjOLZxr4R50/tGLIzeucWIDrT2MDpzduHTDvLW71x26fFbfzsHEyXPP2etO/jHXnmgaWDs7+YXcU1NXNzXVsbRYvG75gbN7dhzduHzznIPnt742vH/k3NZp84es2jjuxx7tNuwcduPhmsOn563bMnHrnrkbd82du3zc0nXzh0zo23XQ36cvHrhl32wk5TGTukybM6j3oL8N/bnD+p0z0PN+o/4+eV6P6Ut6LN80Yt2uaVMX9p8yv/eE2d17D//boLEdxs8YOGh0t77Dug4c1XPouN7Dx/ceMrZX32Gdu/br0KHnN10G/WvE1F5DJ3fvPuRfXQZ+02XgP7sPbj90Qu+RE/sPGNmjz5CuA0b0RvQa1L1b3649BnTtMbjrT32+79jr+y79Oncf2KP30L4jJo2etnjWtGWzu4/s3b5vxx8Hdeo8tGvvsX0HTh7Yc0zPDv07Dp85fvb6tSv3HTt0W/uJRaiGQ87jN9ynVkla7tl6nGI1p2yErlehtlfBc8c0A//SZ3Zpdy0Sn9lm6niWanuUvHbMembLNfApNPQt1PPK0/bI1vcsMOTgYrunlulQwa0DKrt1QGUTnlunQ57apD8DDU4JUNnsQGWzixuuZF/fEr4KWgHAzv9uQZNWzm0oaCJTqOa2FHRsjUfkp7jcRjvf2KtPn569fe7UtUMHT20/dXH/mcuHN+z4beGvy7cfPPxQTUvzzZtrz55uOnr40sMns1ZtWLX90OYj537dtW/WmtWLtq1+bfHqldH1Q+dW7zi6cu/pLfvO77+v+fSZvtb2o0fvq6ufvXldx8LEztP5he5rTVNtLTOd7Ye3rtu1Yv3ORbOXjVqxcerpq7t2Hlq+aOXI7fumLVnV/dSlGRdvLlizecj0ed2XrBq9asOk2UtGL149c/LsEUN+7oiC5ZETvh886tvpcwfvP7F2yNgfew/7x7SFg9Fb/UZ+O3/liFlL+8xe1nf4xB/7jvp+/MyeMxYPHjm506CxHfsO7/j3Du1+6vld597fd+v/Q/cBHbr2a/9Tr2+/7/LNv376f10Hfouk/K+u7b7t9n8Gjus0dsaAQT937Tbo+xETBvQf3qP34G79h/fpO7RXlz4/dejy/fddvkVB9I+9OyC69++CYmok7iHjhk6cM3HRusUDJgzsOODHHxD9O3Qd1qXP2F7dhnfpPqLrmDnj5274bcOJM9e0LN8G5jjHCd4Gf7QIKjHxz9HzzFB34j5/F/vwTfhNk8DLBj4PrSL1vHMswz8iHT+xSXxkFafvk+uQUH3bOPD+2/DHNtGPreNfvONqOObqupXqudM10b8fqNrWAdXMJmjrzK+CpoHbgARYAc1CRXXDHyvo94055fLdOdgBdm5jQSvr3ZGY3yBtoiRzFjxdhI+oZMijRNP45F4QTwwdDdXcFoKmrwbnxFbZBxbwyhp9Yrl31Z5ef3Lp3osLl64fPnV2156Dv23evmL7nq3XH9w2t7exdLW7o/Zo67F9+86cGT93weJ129bsPrB27571h3cs37Xy8LVdKzdPWLBq8Jod0zbsm79o3fS1e1buOrF96cZFO49vO33j+HO9R7oW6i/1Hj/WuHv90cX9p7efvrzn3PU9a7fNnL5w4MJfx85aOOjnKT/NW9Jr0sz/Xba608JlPwwe1a7PoP8zcXqPWQuGjful/6gJA8dNGTxpVt/JM3uOmtBx0MjvRk/uOXfZ2DFTe3Ye8L9DJ3brMejbgaM7rdwwde7SARNndZ86f8SIX/qP/KXP0IldUNyN5NtjyA8/9MTpYwSS8vdd/05o3xnzQ/e/d+j2P991/u+OPf+n/8gfR07q1W9ER/QE2RkpuHOvTt37dUOTH3t0+O6nb9t3/leXPh1/7NG+U68OPft3RnTr91O/Yb1HTBq6fOPSYZOHdh3c5ceBHb/v9e2P/Tp0H9a5U/8O33T675/6/9B33LAJS5ZuP3fniYWvoUeWlnOqjnvCK9sgHdcYh+hCp9jiV7YhB+8brj39ePTS3WtPPD6nZnvb2PuJVYiWawJa+dIhQt0pVsMlQcMl6bVD8ktb3ivbTG2XYkPO+y9C0PKNO1h6dygDbhsS4HW0BLiydZuNTO68xaDJfYuMBxYZj8wzHpth0ESKUkHDQjoCPEPIQnlV/ecmaFiQl1Faj/izBE0XQVNpaCbKBB2cKkKCho6GWWYClG9LAIKutA/MjcqudI+IUDNXf6F3596TU6fP7jh/cY+65vVXGtd1DJ6/c7J09nHSe6u39/SeCfMnr92zfeTUqUs3blm7e8+G/Tv2XTiwZNv8GatHL/ht8PJ1Q3cdnXvw7MqN++dtP7b8xPUdRy5v2Xhg8YV7e688PHzp7v47z06fu7F3055la7cvWPLrxK27Fy5fPW7s5E5TZ/VZtnrMuk0Tdh+cunhFl7Wb+qxe33fOoi6zF/ZftnrivGUTxkwaOHrc4GEjeo0a13X81G7I2uOn9ug7rP3/+67dsEndew1vP3neiOHj+w4f12/lmhlzFw35ZXa/lZsWL/xt/qzlU8fPGYpi4d7DO/Ye3rnH4M4o5v2hR4cfun3boes/fuj2z0692nft+2OPAZ2/6fDfKKxG8fLAUd3bd/2vf/zYrkP3/27f5f/2Hdrjx+4d/9XxX9/99B2JnTt2+6Fbv86denXs2P27Tj2+79GvU/e+P6EJGgeM6D172YyBY/v3GNKt5/BunQZ0RFLuMvDHDj3+iYLxvqN6DJo4YtSc2Ut3Hjn7zETNLtrQk2sXlXFV22zPtcfXtS10XQJeWrtfVjc5/VRn7tYjdw1tHSIztJ2DTz01OPlE//FbdyPvWA73vU1EgbFPhj4nU88DV3Go2echoGpbB8wytw6oZsILmwzIM5usP1rQqgK123J+l6BhvoLOWgALs6CioMWKOyt90YKOyayXEp3VBFPQDE2LQ9KQo+uZgiaOhmpunaB9kmt9komgyV3gtfi22biPQbxKh+C4Rwbqlx+dPX9rz4atMzdtnP/s8YWtW2fv2L3g5Jmdz1/fsXIycfKztXIz1bPSfutic+HOrQdqahcf3D1w4fDVF5cOXd+x4dCclZtHrt40fPOeSdsPzdy4b+rmQzP3n1t6+PKKzYennbq+asfR2Wt3TDx6fvXuo0vnLhs9Z+mYCVN6rfxt8vJfx/48ucu4iT/NXThg+ephv64btmvfz4j1W0cuWj5gxvxBk2cNHT6+P5LgzFm/DBrUo2fvb7r1/q9OPdsNHN5+0KhO33b+/+ydd5wT1d7/w/b0PpOZSaal957sbpLtvbOdLSyw9N6VYhcEBazoVey9e7EriAIWQL0qRVRAQMGOXr1WUPh9J1lq2FV5fB7v/V1fvp3XyWQyO+GP93xy5pzv4ZF2qSWkHTJqcHl9kTfsrKjJK6nwVtXn+KPhssaGjjHdw6cMbR9dn1vhxc1KoSYTZRA1hSi0cjkhA8NCECZNGFhYjoq1rMaX7bJ79UIFT6DgYYxARfD9OW7GRMvUUqFMwJdlCRSZoGkQNKJVKDGxRivRMUqCkqtwkYaUMVbcEbbiJg0I2hIwMU4KGrgRleJ8nUlu8GgtQbslkhOsaWyffsHFNz9x2+q3zrrq+ooRvbmNzZMuXHDjysevuuf+MfMvqOoZOeOSZePOX9gyaVrFsJFDz5q3+PZ7bnr6+RVPrl1237Nzr31w2uUPXHzb+uuf3HPTM58sf/zDKx7mprr8ISSr9sxIVnOC5CeE3EPChxNrJJ5q5/9GQSf3V/T1Wnx98Lfz+Tc//7sJOql/40/u4nhz9+FjvLHnOAMI+pUdh5Mdndy5cWZdHHFBf//C1p9OFvSX6985cNezz19y49LLb7n40uUzmtqzqyuCly6YdsH5w2fOaukdVT+0t37M1M55l0y7/KaLb7xvuSPXiRp0Q0b1Tp43s2fq0HlLZ8xeMnrC/MbGTldNI1taqy2t1xXXU7FqTawaKWnCW0fZeib56rsMFY1k58hwZ2+0rNaRV2IpLrM3tUaa23IjeZTJxmdNqZSBh2h5uTGJP4dvdadSxkE4K9A7iGB+oLyu3GG3ajGV3abxBXGU4Cm1PL1ThZvFSibTHNT2jO+oba7xhf0VlcXVNdEh3fX+3ILKpq6mnu7GYU0N3dXZpV7aSdBOLXhZisnEqESEiKWoCKI0SilwFiX1OrFCghBqnR5DdGJHgIoUu/Q2TWl1IZyWMtBqXCVRi/nyDIGcDzka1SkVGpEaE2I6KUqIVRoBTsoMNi24XknKCDNhDVr1bj1p02pNhEoLfysFoUSkjTYEvJ7SqqoRkycvuv7SO1eOv/giX02xiMFJr728vbF1XG9NT2dB0+BQZXmkria3vspVnEcG3ajHoQsGjXlFvtp2c1FLsGHS8HNvvezezSue+uiGZz5ZwfVBn6raMyO5s+LMSFZzguTJ4sCVj+z93xZ08uJbCZKP/JMFnRyH+0LxP3/67Xz29aHfJuiEmv8bBZ0oEn0ib+7lSH5gGIcrZQeCPsXRQLKa/1hBP7Fpx4NrX7z+4RUrHlxy7a3zRowura8Kz57WvfCiYbNmDe4cWlxRHSqq8jV2FU84u+vcJTMqmssiZXlLr19+wz03d04cUt4R9ZZR+kDWiPGRYb2B1i5H61B7Y4+1qB7NrRCWNitru7DB3UT7SENrj6muVV/f7qxu9EQKWL2eb7PJcnJ0kajO5ZM7vSJfWOoKZFlcKYDZmWl0iPUONFjg65089srrristrqAI3OXQlZa7LQ6lmkwljNwzPRA0YhAWVMf8OUGn19fU1NTWVtszrKN16ISh4+dWt3b4C8LumIP1akk7Fij0SDRSMdoHCBpUq8DFSkKmY8ksAV+FqEmaAOHm5tuHDK8pq43FiiLeYMDqdFicVtZGoZRKFv+ghlSpwO/qLEQjVKN8JZoFUdrqZsxuVk0rMCPGugyEUYvpNTozibNqowM3ubWeqKe4qaF1wuThcy4ae+GVkxdeYcrPIQNm1Ero3Iw94vIUBPV+q0JP6H12AabIwqSugkBFV0NOfbHGbU7BcVNhhb2srWrU+XOufXr5ozuvfXTvtU/su+35r5NVe2Ykq/bMSFbzAAxQnzpZwQOTrNoEyUcOfHyydn87f46gP/v6xO2hk+V7ejiJf5NQeTJ9jj4q6JMczQk6USf6N7P7M64A3smcIOhjmu5ve7KgE44+vv3ol9PVjz5V0MfKJ8UFnViT+8ixbVzQv8QFfdpyo1xx0Q2Qo9879PK7B7lBHdzI6B/joztOw7pt3/ex9cdfJSHoNdu/X7Pth+e2xkdxbP76uc0HVm/Zv2rzO0+8/sLimy4YMb26c3RebaOvvqFg1swRF144dP45LZOn1Ld35pVW2fLLjCUNjuoh2eFiJ+vUTZozafq5U+25ekMADZYZKto8JdVsTb2hqoGubWGrW+hgQZYlyMspF9W04w2d1PhZsXEz8ssbjCU15qrBHl+2NjuX9fqJWIGxpNzmy0bMTr7FlWV0pNq8We6g1Jejsfk1GkaCsqq8qoJJs6fdeuutuTlBuSKN1kPOTUPIDMaulOvSMaM4Q8EjTRB7EbPdNnRYd8+w9s5hHV0jp0w8e2HP+MllTTXRqgjYOVOVijBKOaFQaFUqHFFr1WpoaOWAElfIEYVYLrNzIjbzRYPMLnLEuCFjJ48w2c0Gi9XmcgZzQ6E8v81n1Bk1GlqJUWoVKpEpsxRqAaBE+bQBcQUsvlwndwCL4gYM0rpCK9eZtZQZ1xkUCCUhbWSkqrhlzJiWsRPzmzrs+QUqi04fYI1+Vs3KJRhfo1fSDpJ20K0jWu1hO2rUmMM2d2GQDlgNOYHc+oaR51w89dIVVz/08mOvf/nwpq+vWblr6YM7blz1WVyvx2d+nzHJqj0zki08AAOsMp5cOXpgLr1/12lZ8sDe03LpffGPJLYnsCg+BuPMSIzlSLT7HcWR3MucINm8CU6j7H9xfPzl9wk++uqk7effcgX+T+SLf3Fw4fooX/zzUFzoXPujr348iS9/inPolEB9jP1f/nJaTqwlfWpd6aO1pE+sWXpsyvjOLxKZmhN3fGcidB/b9nFM5SDrE7enqR+9/8gxtu0/vHUf5+tjUbqPPfElWk7YcqWiuYngh/5x0vYQNxH83YPHeOW9vu1L7/x4jBff7QPar7zzPcf2H1/Z/tNRDsX56eW3fwRe2vbDi1u/X7/lu3Wbv39h8/fPbfth9fbvntr81Zp3/rVp98HnNn98/wv/eGD9S/e8+OgzWx9besf0c5Z1dI3KHTNp8MTZEx599qFJ0xpGjoqMGVM4cXL56LEFPaNyGjvsucUae1BR05KdU2zrHt8AhEtsdR0lvqihst4/bHTR0NHh6ia2qIoI5yncYUk4XzNkZG6kjOydUh0uMtQ051MmVe+E5smzhwZjxhETGqqbw9XNQUdIVdcedOcgrmy1PajMLmR1Jr4nl9GaJGqS3zysKrvQNXRke9eI1qrBhXY/SehFOrOUtsgJvYQyIRlinoaC9G0KRJ3NXfVVzZWDRGkjp06dMGduz4QxueV5Bo/B7DNYvQbKrNXbWA2FSpRigVwgRaQqQqnQKiEUg6+1eq3ewoiUwpQsnjvsGNzeECmMWd3uyrrBeSUlGEVgDOIIGO0BhrZqCL1Ggcp56byUTB5GopSRABwBc6JfW2tQY4xCjvPFSLpUk6nUcg8kMYMqVBCsbqutaKourquIlBVY/HbMgKA0/HURohPrGAVtUIPoSValM6hwVplTnK01UzwJX2OxWCKF1T1jx557mbOk9Z6171x617p7X/p44d2v3/LCgZvXHLj2ib03PPXhzas+vvW5T29d/fnNz35649Mf3/Dk/hVPfXwCnx4jWc1nRrKaz0TQK/dc/sieZX/vY0kcaMDORLXoq+KcWD966QO7Tstl9+3oB3hr91F2nUzi3ZOOX3zPu6cl6bS/dnw//MGCBiOfwuffHjqFxPFg5ETKPhHYc/JJjjs6udOjr+sjaS7iaWYknjA1MSHohJo//OQ0daXjguY40dq/vUvk5GmHJ9T4H1jQSZxasuMoxxYFBxJVOwYorvRS3M4btgM/crz9U5xDwCvbDr6y7UfYvrTtp5e2/Lh+yw/r3+KKIq177/Cqd35c/d73z7379TNvfPT4xp33PLdh+cP3z732nLnXTbhx5ZzWUY4LLxtaUus6b+n5dzxy29TZzaNG53YPDXR0uptbzQ3NbEUNFoyJWCsvkIdh+kG+GBXIZwijyB+1EgZ5XrGjriVQ02QurNSUVJF5JaQ/WxOIaE1u2YhJ9f6YcXBXdceIthvvvL6hrTS/3OMI6YpqvKxTGi5i3bl4fUcuaeXLtTzCKLD4UDWVYQsQcHKUyWroyM8tsRdUhkpqo9HSgNVHkWYFaZFpDaBXvkojwHRSgpIRrEzDiPhImoJUuaPBc5cumn7B/MaedlvYRVoog0tPm7QSlQAhVApUBoIG5Bq5ilApdSpwtMVtJlhcQ6v1dtodckWKInXNDT2jRkULS4aPHtfa1WVyWMDmjBV3hdlwgRNyN0qiENv1Nn0wGrR5rQipREi51oBSZg1lQQmDUqUTyPFM2GKsHOyss+DB/EBpfUlhZV6kODuQ62ItWpyUoYQI0Qg0hEBHymhGSdEKLSmz2HGRMpU0EQhD0HZnTkWtIZhP+wtzajrFhtDsy++aculdD2367KpH37li5c5F9719zWO7r3ucm/y94ul9Nz37Ecczn4Cj/3ME/f6yv/exZCUHNGDnFY9wTxGvfojjxOeKlz+w47Qsve/d07Fj6b27lt67+yi7jgNvHef4Ry67Z/tpSTrzrxzfH/0KOvmJX4L+BP3JVz8AH//zVPoT9OffHASSHioePPkkP3F8dRA4pcfjVwW9/8DB0/DFzx98/vMHR8tJ7/v0NHWl/80FfXR1cI5EUf8EAwq6z8592fntX4CXt/388tsHYbt+26EXtxxcu+WndW9xNTfW7zjy1Fvfrnn3h0df+3j5A+uvfeCFK+98dPS8+bHWwtHnd5YPMU6eV2rxDCqvtZr9VO+UIdNmNYwak93cYq2oIopLVfnFstw8kTdHEI6h2UWUhkmhbCK9SwY+9eSytE0RjhoLyk25hWhOoaJmsKW2yRkpoL3ZWIqQ1zq8WMMKXDmW+raaBUsvtHmpcL6Zsko8ER3KpmQX6+0hJFpulWA8OcGzB3FfVK93ql3ZtNYkVmhTQwVmq59g7Rqrj7EH9EYXwdjUlFWuoYUSdSovjafRStSYgLWiOUVuzKSGWLrgyqUXXXX56FnTs0sKVAyuplDWodexRIYwLUucIVYIIfyqMKUCk3NolSpSrcQVtJlyBKwlNYXFVUWkkczOy12+YsXIcRN7x06IFhWpCVRn0HpzbM4Qo3dgOiNusOvNLlMg4i8oz3eF7EpCJkUFrI2bdgiCxvUKNSkEO2sYidaoomw4ZYOPO6IlYV+uG/6Q2cmgOjlKiOHiQdAYIdZRCpJW6nRyDS42WfA0AU+oEKRJhZjB5Mkvk7MOEeWs6BxPh8sLO6bG2qZfs/Kta5/cec0T79+27sDyxxMloT/42+MfXv/EvhVPgaA/vfnZz04W9HGSVXtmJKv5zxX0svvfOx07l933/rL79hzl/ePAW8c5/pEl975zWpLO/CvH90e/gk4WcX8khPvpP38EPvn6VPoTdILkU518koMc/zwE/F5Bn54Dv3z4xS8fHq1Wuv+z05Qt3cHV8eCAPf3UMh1oWN7/tqBf23HwGCfOP3xx+3fHWP9OH9B++e0f4kn5R07HCUDNcV58+zCwbtsv67YcfmHLL4nFYZ/b+ssjG798Zsu3dz+/a86y+8678r75l99c2t5lLww4i/Q1Xe6yBu2IcaHaRuvISXXT5naOnlDUOyo0uMlQWq4pq0ALSuTZUUEoJq9qcBRW2S1eFeOQGD0KWxD1RRmTB83JN0aK9N5saSAibWhxNneEYkUGu1edV26BI80ewhOxr93wwpwLZkeLvSptWnz6n8kX01W3hkDWpEXMV/L8MUOWgifDUxA6y+LD7UGtN8LWtMZaesq1RgVYj7ZqaCtCWZQ6sxQh+SBosDMglqdgtMQVNqgYmUAtdkSyOyeML2ocTDptWSqZFFdRVoY06qQqcaYoXaaWYKQGADuLVSIxKpETnJ1xBksR8GiLrrW7JVoctbrtvePGZOflNba3l9XUaFkyhT9oEJ+n1PLhD9n9JpvPDAczVq0jYAYvQ3wmTajOiEB2RiiJghDIsAxI0KBpDSPTWTSYAbF49K6Q1eBgGCvJmAklJkZxbhAIrpWCmlkDCpCkSoNLRdI0EDRGwxGI1myPVA0uaxt+1uLlPdMvaB43t7RzetmwOdesfOPm1XuuevTdh1778ZZVn0FkBvPe8OT+G578CBo3Pv0JODpZzX+soJMH2A08zO60/IGC7oddl9+/+/L79x5l93HgreMc/0hyRk6QdOZfOb4//jBBJ7osPv3mVH6voE8+ySGO5GeGJ2j6VAUf5eOvfj4NXx7+Txd0YuZh8vzDfgTNrUx4opdffLvPyy9yS8QeAV54+8jarUfWbDn83OZfVm/55em3Dj766r/WvH3w7698vOy256+8Y9WVtz425uzzR8+dVtVV1Dwsu6xO19PrKa/G6ltthRXa5jZLz3BPc6u5roFp77DWDqZiBfKCcl1esd4fpdzZOsjOWnOmNQDZUICyacEIE4qRVjff6sksKtOXVludXkTLZlQ1BUirMK/cZ/axXb2dZrehvad+1KSWSLm+oSuUXcyUNwZQJgs3iERqXqTEC/kUbO4IkWYvxjpUpAVCutgfNTtDkJ11OpMaTK01yjC9EKUEaq2ANiASRRqEUA0lBicavXpH2JuFII5InsEfQgxGkQYRoUqlTo2SiIpQqnElQWOUQYdTGhkqFcj5AhVfikl4qTy7z6a30wipdAWdtBkOIirra4ORiNXtFikUqfx0bj6hARWqUlNFPNZGUGaNkhApcKHWoEYpmUorZu04XINUkwnHCJQ8kTpFgqaBo2GnmpbJICMbNQYHBSeBBm3C1YQU0co0pIJkEINZa7HTJitJMxiGK1SoDDK+wWYRIahYo8UtXtYfG3XWRTk1nb1nL+6ctvDcv628Y82O6596d/a1qy++8/U7nv/q9jVf3rr6S0jNNz7dF5wTpj6Bj46RrNozI1nNf66gk6cpxnn/igf2XPHAB0fZcxx46zjHP5Ks1ARJZ/6V4/ujX0Enj4BO0J+gE10Wn/3rVPoT9IFvfwZOHWT97c8nn+Rnjm9+AX6voD/55y+n4asj+w4c3ne0nPRHn5+mrvS/eRdHYuZh8vzD03ZxvPjuj8f6NICXtvfx4nZQ8+G1248AL2w78vzWI89tPbJ6C8czb/3ywvYjL79/5KWdh9Zu/ufTG/Y+9sKWR1a/NHTS2MaeWr1TOHxcrj80aOKUUGmVrKoRKy6Td3TZmluNjc363lH+liHm/CJ1eZ0RcnEoz1ReH7b6NXqXJFxMkbYM0ppp86jcIVRvTdeyPJtLbHPLNdpBUjVPQfDUVBovnRcq9DIWevrcKbXNJTa/pmV4pKknTNmyIIOrqUzIpDIsC5QH8ROCJ2RklOFTVrnRjWoYUVl9NL8i6AwZSTMCgtaZ5CBoDS3EGalUmZ4h4LEmlDajmTJeoCDQO2liYX2jxuzAbF7C5lSx4HJ1pkIkVIshMlucJqNND4JGCG5cMyRoGS5VkUqtngBBi1R8XhrP4jYXVRayFkOGKCtTLMRpkjLqwddSRMLL5IGd4TKy5Dy4YDAvxkr1DgKhRHzFIHgJW7gMQKgalIjPKp0A9kswvkCdiVIK2kJgjIrQI5QRUxNyFS5DtWqKJcxwd3CZLXYDyeAIpkC1iFQtR7RaMYoZPSFrKE9O2fLru+yx6t7ZC8q7p599xb2jzl8x+bIHJix+aP71a//2+L4bnoTI/Pktqw4A0EjE5NPa+Q8UdHLnxp/bxZE8TTHO7isf3Hvlgx8eZe9x4K3jHP9IcidGgqQz/8rx/dGvoPujP0H3aTpJx8n0ZefvuGrRp578O26B8BMOPj72o78cnazmBCep/ASn7/+SIzFK7+Mvjg/XO1a2dOcXfY3dcZLs/AcLOlE7KZmkqqR99DfzsF9Bc2o+clTQh4D4+Ohf1m//ee32wxCfn3/7yJptIOjDYOdVW448+9ahTR8cWffuoQ27Du764sjqVz+497FXXt++99kXX7pgybk33XHJyHEFF1xcX1KWOWq8Oa+YlxNNbWnX19aTldX40GGuukY6nCsurTZW1gZKa0OjJ7dFSh3uXE1li9uRLQsX60xOiT9HZ/NICIZHMmk4marS8DRkis7EL6hyaxhJcV1BbmHOuQvnQYLunTi4us3d2BPQWdNpm1RBZGQXeNU6mQIXQwN858014noJbVUZnBqQXVF1NgAhmrKgjA3VO1DO0YyIYGWJeSI6RqGhpHx5SpZKgNAMagA7B+J4NWabXKcTIgopJkcZLBgNWD0WbiCHWgwgOrXWRDB2Gkytt7GgZrlGlinJUGtVBKMDRWpIrVAu5aUO4sv4lIlESHmGhCdG0tPEPPAvfC/Wjlh9FEoL0yWclEHcgBhJBWXTVsTgxGHL3XU0fJEqU0MrGasWBA3gLCpFRYkOcZzC9BbW7DCxZgbULFGK0/lZvPR0kVyF6Y3NPaMmnH1+57jpV97+YM3Q8RPPW+ouaeuZtQQP1JYNP3f65Y9cfPuG81ZsWnj7VoiB1z/x8S2rQNOf3/j0J/EEfZSn9x3n/19Bn3jMCey56qEPrnpo31E+OM7RISJxzvj8/R7fH/9lgv768H+voMHO7/z00tHx0eu3/7j2nYMvvH3o+e2/rHmb63peveVn4Kk3vnt935GnXvt81RufvPvpkbsefenCy25Y88qbK59Zdes9t1yx/Lwbbz2nu8fZM5we3CKsHZwZjvCaWqmyCiSWL2lq0ReXoU5PemG5vqzKX1QVHD+9O1xoMXmlZY02W1gUq2RsXkW0yJQdowxWIcVm4mS6jsmyupW+CKmBl3qZyatfte7Z8dPHRAr9OYVWV66iZUQoUKB1hAjwmjfHgdEa0kQ4gxaUlrqzjaBg0DR42eIlp84ZHS31QQOiq8mttflpcDcIGqO5DmhwtESRZvfqW7obnNm+TJna6I2RrhhiCSkMLpXRgRiMCEtrzYzRbY4WR0DQSlzBl2VBItYZtGavyRl2oCQCjgZfqwjloCwevIvoEEjQYqU8SyIYlJkKgpah0hQBD0I0SsmUWr7WKAMg7MNdRKXLAi8rtZnwXcDOkJrhRgJ3FG+u2RFkjS6dkhBJUUG8phIJdoYojZBK+CuZogyRXKzGEUrP6s0mUk8pUGWWmE/pDaiWkiMYL5OPsWbS7lUb7D1Tz+6cOHv2omtya7vOWnar2llaMnTO9KUPTFz8wPhLHpt5xQsX3/rm1Y/svumZ4yPtTlXz09wwD+B/OFz6GMlq/kvQv4V+J6r0x2mUHVft7xV0n6ZP5/rfIOhTNf3b6U/Qe4/VI/2yr5GY2JJk5z5B97eGYULTibWy3tn38/YPD23bd2jrhwe3fnBs3spJUw2T1Tww/T0kTJT5T/DyjmMc3LD98Gs7jqx967vnXv9yw46fNu76ce22f67b/s1jGz4Eg7/10ZF/7D/yyvuH178Hjv7+ydcPrH3nh5UbP3xy0wfrt326bvPex9a+tvjqG5u7Ryy+/PKHHn3goZW3Xnnt7LYOe6wopbtH1dwmKClLD+XwIER7/YPyCqSTpxUVFhOhKF5U5i6pzlm6/Pyu0bWOsDqvijUH+JCjIUGbnUqLQ262y4xmKcnyNdpUFc4zOGVWP+6PWmMVuRX15RUNpcWVkWiJA0I3fBAUrzWJhapU1qYLxYKslVESMrvfUFSdm13oAseZPTpH0IDrudKgGCtV6UQyLAP0RxikGgoicLpUma5E+UYrIVKk8dJ41oBncEevPVxe0jJG6y5gA0VFTd3+gjIxhkGIJi200WFIDIWG+4HJaWQsNG4gzF6LO+Qy2PWwHxK0AotPXdHIJWqJSHEUpUikFIpU/DjpInUKaVbYAxTEeTEyKEXIE6l5cFUKIksP9xorEojZmroq4U6TIeVx1U0NKFfHAxfDN4U2JHENzc2UYS0GLqGnpwvlclSnUxMENNKFQoKijTanJ5jtDOcY3V7C6tDaXaQnkF3ZsHjFXaacclOkhgnXKRzFi+5YM2HRvZH2C6ctXX31I+8/9sbhe9Z/s/T+t8HC1z2+5+FXf7h51f4rHtp+1SPv3vrcx/e8+AW8hHY8Vp/65HAAktU8MMnKHoDlj3945co9Vzzax7LHOKABO8HdYPDlj3Akm/03k9DxaQTdXx90soITJPc+n2EfdLKCB+YvQf9nCXr9lh9e3XHk5bd/WPPG52u3HVj/zoF12z97ZedX7xw4smHXN4++/P49q7aufGX3C29/+fy2A49t3PPq3u83f/rTW/v+9fSmrY+seWnVxk23P/zg6CkTL1q84IrlyxZffsG5F48fNbFo1HjPnHm+EaM0Eyc7/SFeeZW6vBItr9SUlON2Z0bXiIKG5ljl4GjPmMbcEjvK8vRuvtHL9+VpglFdTr4xmMNanYjFpnL5CE+AgARt8apwgxBCpVgjADlWNZZPmT16wdJZrlyEdWXpXRKdWSrH+SaXPqcg2+I2e7KdOYWB/IowxGTYj1ASQq/iy1PUpBilxfASHA2yZmxq0qhUEUKSVQmlgyBHsxZtOC80asrU6XMvCZe0hSqGTlu44qxLV9hjlUKciVXXlA6uzZDzWYcBbgNI/JkhmBoStIpUM3YWZK3VE6BmsDBEaQjXnJ05KZ+I8KijMyEvaxgJxHkQNEKJpBquTwPuKIAnxwSpOVLibRla7YtYQOU6kxoiM1+eIcdElBmHNqRpKSoSyAUpWRkgZZFclZolEspgK+RL5J5QyGx35RUVD+np6Z04oXPU6PKmpkBRsT03RtjchY1DNLZAecfY+tFnU9l1lb3zI60zzMVjy3ova51x07RlTy+84/XrHn//4Vf/BTpecPumq//+zm1rPrr9+Y+vfWzH4rv/ceEtr1x4y8a/BP2XoH+ToE98YHgiyQoemD9K0P0tMvt7BZ38eHBgfq+gX3jzm43vHtq044d1W794fvOHL27f//J7+198Z+/D615/YcveNz74+s0Pv3lt95ebdn3xynufrn9739NvbF/33vt3PrWqY/y4/IaqqefPuviqBV1jhsy/eM7Z586cOHNMXVtRMF9bVkf0jKCGdKguv7KhZQjZ1WMb3utrabMUFGuieejc84e2dhS2dJfll3uiZXZbUGn0ivOrzdaAorLB29ieV14VdLhxqx3JjVkKSuy+bK0jqDG6EUiUjIN0Bm2R4uzyurzaljzGISJMaZRVojPJEVIKgg5GAw6/vbS2KK8sJ5TnpiyoUJmm0ooTgo7LWsTN+GDlpFllcOKMBUFJrn8DsDopRCvjpfLkhK61e9LU+VeNn7e8uufszkkXTLvoyvKWoZlqZJCYT1oZCNE6MwkBWUUoSaMOTC1CJCiD4QwGO4UKQZY0ky/LggYgkPP7pHwKKn6aiHtICOZl7RraqtGZlLA1OLVWHxPMc4KjQdA1LUWusEGCpkGCBikLlVmQoAk9ItPwhcoMCSLky/h8hdTgcKGkIV2kkKE6KYrjrLG8pj41MwsndcFITlF1RaSsyORzyWldmkqpdTiskXx/We3gUVOnLbxu8oLrumcvaZt26dSlD13x8Jt3v/jJnes+Ah7c9OUda/cvuf8fT2z56Z6XPr/uiR2XP7Tlyke2AUsfeOuSO1/7S9B/rKCTHwMOzH+MoPs4dXnDU/37q/xeQSeNsfuVYXb/VoKG9rrN/3rp7W837fz25Xc/W7/9g9d273/pnZ0Pv7Du8Zc3PP7yppXrNgLPvrr55e3vv/zOzjVvbn5o/Qsbdm9/Zcfmq+7824T54+cumTn/0mlNPeV1bSVTzhp799/vuua2K8bN7hg+sbC1k2luVbd14dX1isoadSQm8gczAmGRLyCOFFKhXKaqMdfqxSqbQ0W1TrNPVt+Ryzgk1YODQ3pKaxsidhdhNCHZEVNuntFol9oDqDuHDuU7ckpC4fyAxWNU4oJUIQ9lMlA2DdMLMVYMgiZNmNltgHdjpbnusM3kYrQGtVonMTpB6xadEQEbQoIG0+F6BWGQUxY1wcoUWCZKiLNEPDUmZMw6bqCFRoeSHikRfGjNziW3rZ677O5x8y+r6uzNLq/KKS0OFuTiBi2mx2WoVK6RgZRhmy7NlMZnrEBqTggaADVD+1QvnwAIGu4f8StHWRvBTU4xg6bVegfhCBpA0+Do3GKP0UXIsAy4qUBwVhIyhJSDqUWqdIjSpInQGXQKAk8Xy3jpYl6KgJcp1VBG1uqWaXA5qsYpgrEwjF2vNVOIHpfTmJwm+BiCWa2BsqoMDRusaF1+/6pLbnp08Z3PzLlu5Q3PbHvmnW+vfWLzRbc/f92T265a+SZw0W3rr3/q3dtf+GDhnRu6593SOvOGedc/f9e6z/63BZ088G4Arnnsgz9L0P2N4khWc4Lk8RsJknuZB+bfXNAJBtJ0soIH5r9N0Bvf+37d5i9e3Pbp+m1712597/Xdu1e/sXHZLdc9vXHtVXfcdNbCCy674bpVr6x//tVXzrn0Im9haMsn29/8eMur72+6b9Ud5189a+6ycQuvnXbuknHVLdGq1qLZF5/VOKIlXOlv6S1o7rCNHufJL0krKs/MjWUUlSjLK7R5BZpgWKZleTomwxehVbqUcJHBHkJEKC+3xI7QmZ4Qnl9qj+Y7jBaU1au9AcYb1OoM6TY/wjqUGCtVkjINrQYR6224wYGqyAyU4atJbikTpVYoxwQgO9amAzUnnqHhrFprQG0+I/ga3KcgsuAkWqOKq1xBCiFNqwi+WJXCmjSJUp8mB5jNztjcTn9lIL/ztd1Hltz2QlnHDLUlR6g1WcK5scpyXyyM0BqE5oZwgI4xGpMi0hRhhlAtBmUDiYF3CTVL4juPdjofi9J93R0gcdipwKUamutfhlwM16wkRHCpRpfO5CbB0c6QXu/A4HbC2DC71wi3EPj6GlouQTJ1Ro0/Fgjl5+aVVWC0KRArK65psfoiTV29E2bOM7t9rMXAmCidEUcZREUrEIMat+kot0FMInKGjNTWpyI6W17l1fc9ddntjz762q77N+66cuXLi+59rmTkvLyhs+be8Njie1+8b8O+657ccsUj/1h87yuL7t5w+UNvrHhm113rP35gwz//EnQf/Twk/L0kZ+qB+Y8R9BffHT7Ot0eOkazggeh/mF1/gk7q3+jr4tj56c8cnxw+hX8vQe/4/o09B59/46PVr+9a+eKrdz755OMbnn9wzaOzFpzdO2P0lHOmTpgzsX1ke31n/YTZY1fcfe3qV5+ccN7IaYsmLL31wmvuXXDWkt7OyQUlrSZ7VFpQbdW7sfax3c1ju2ddOueZjY9cf8uc5deN6hqmr21UxAr402YUzT9ncE2dqbySzcknooX6QIymrSKTV6kkeRkyns3PTSrRkGmUUcgaVSSt0BsQyNEuH2b1yJ0hjOWqgwpFKFdGGXRGm1GDHVPpBLheBtqVoBkKQiBUpUo1mWY3TVsIBS5OlByCvAniA5dJ0SzwOJgOBK0mxYkCF4hOCI5GcJGWVgBCeWa6kI/rbcNGn3vL/RuefvWLO559b8aiO4JV3fZYZeuo8U3DhxMWRqlTK3UqbvgzKsUZiNKyVFGmCJGAqROPBzkpK4Xg6MQxxwXNOTpu56PPDCXxgdUqQglAOgbgyo1O2uLhpqTb/KzZA6bWWn0UvHQFLDZPomATN73F4KAipdFYWWGmVM7LFLvCBaG8SplGH8qvaOwcqSTILIkAvpFYnSXWZImwLD6akaZOTVGm0l4zH1cVNDRUd/UOmz5/8gWXt02ad+uzG1fv/Pysv90z/rIbw+3j6qZcuPyJTRffueq2te/dv3H/rc/vPPemZ0tHXqT2t0id9cGms7rn3fa/LejkfowB+BO7OK5+ZO8JHC9RnazgBMnFrPtKWidl6oH5jxH0ge+PnIbvzkjQcSmfJOgDx+tKv/9lXwP2AEl27hN0Ikfv+vTIKfy7CfrNDw6ueePDJzdsvfa+h6ZdfO6iG5Zde891E88Zf+9Td85bNLuqrbSoLnf0lK7zF8+cNq+3rrOwZ9bgYXMae88e3Dw6WjPMPWxmfu/svNI2/cPPXjV8Ssv4+VMDlUWxpvKzF59VUG7JjsjKqsT1zQp/iNc2xNI+xO31CwuLtTaPqKElaPUp/VGdwS1X0ym0jett8EUsJocCpzNQnE8xKoNBwxiUNpcynEeZPUqTBzV7KJNXb3LpIUIqcQFfxlNpxVqDOrFgK4RiqSYdnJtd6HGHLZQZTyzDGleeFDR9oqBVOhFoHeQOlje7tJlCXloWj5fCEymycgvyalu7S6pG+GLdKx7Z3DzhsvZJixbd9PcRM89PRwleWhrlMMpwhUKrBPmCW3UGnYpQZUgFUm7ON5eXlbgSlC2Q8zPE6Vmy9JPsfIqgFRI4kqu1FP8IyD3x+wAiv9XLOoIGCNFwkaRZZfGS0DY5aAjR/ogL3oUQDb8V3Dkei9eBs4bcwspoSb3dXxAurK1tGx4prcP0RgWmUBNSlJJh3KJZCsQok1AiPp4lwKW8DJ6CZfIamiu7eg3ZxQpLqG7srIqxMxSBvLxhE33Nw+qnnrfovmfHX3bzjavfWvLgS6MX3JbdNtNSPjraMX/URXctvufVG5/d85egE8BbJ3D8I8lqTpB05l85vj/igv7x8PHtrzGwoBN6HWB7CqcIOuHopE9xgv7yO87IydtEFenfvD2cyMunCvrLIx9+fjgeog9z2fkLrp0Q9Allo0+qH90n6GOaPrrlBP3JoaOCPrj9w5/6BJ3gpGrRZyboH+OAoE9aEfy0gn55x/ev7flxzVt7nnj59QXLr6rpru2d1b3ob+dMOW9EsNhWO6R4yIjBpXWxQNRcVheafd6Im+9fOPKsqrMv6561cEjLmHDX5Nzl90676eGzx5xVMXl+e0ljZP6yC9snjP/K3w8AAIAASURBVOqaNvbKO65u7Cpu7giEoylnnxNratVF8vheX0Ykqho2PF9vzgjkYLxMSM0qrTFLw2S4w3SmhEeZVMU1XotLRdAivVkDORrF0xmzMLfYgLGpKJOBsWKdBYVoCf715VgBtU4GOpNjIvi9H8/FQtKMVDQUFlTEXEGn3W+xePQgMlQnpU04beK6OMB3hJ5bqhXQ27W+bFtOvleGCOxes8Nn0egQgqEw2qQinAptcO6ld9z86Ka7nnq1Z9p5uN1P2O32cBA36qQYF3Uh/MarI9EqHc5XyBWERiAXSBAhWBveypCkpgh4qUJepjQlMWYjuZdDCJFdI0d0CAhaikjgg3BHgcuGjGxyMfBTQGdSw88CObfYlRq+iE6PWt3G7AK/J9ue+FlAWWmpRlnZOHjOBReDoxUEO3rK7GlzL2DtHhGCaiiNCpfAPw43pA/NkBB8GSWSkVIFrVSwGr5GDd/Imh3B7T42GA3VttSNm8rkl3fPWxBu6mFi1bH2Cd66Ydf8/aVJi2+etOS2WVc/sOCO5695dOuKZ3Zf9/jOKx7afuKswpM5Vc3/Z4I+RkLTifYfKuiTezbi2z9N0N8dPPLdwcMnbPvgfH06ZScLOtnXA2yPH5ak5hMdnbw97dm4e8M3XHXp375N5Ohk9n2eKCF9yvaX9z/66Ri740Bj58c/nTw1nAvaifrR8b7pn/p6qE/opz46Du94neh341NXTkzTvyVZv/n+T8CxatGJItHAph0/bHj3O7Dzpl2H/rH3yOt7Dm/YdfDFd7+94bFXHlz3+oOrVz3w1H09E+tueXhBXj1b0+1t7I7NnD9m6PD2aH6orbv+7PPHTpvT3Dsxv7RRV9iAto10DJsULm9iCmrIsTNrrrxx/sSzR5Q0FJW11PmKI6lqfm51zmXXX7jg8olDR3hmnxUpq+DX1CrtTp7FOohlUufPH2G1Ca0OcW4+4/QisSJHRW0Oa1Y6vHi01KJ3SFW6FJNb5c7Wgb6dIXTklHprQGXxqw0uJWmR4XpJIlSydhxjFJAiSW45KLnOiLjCJtapy1JkUhY95EqLzwyhm7UpVFiqVJ6qpRVqki/G0hGdGqMICSgVVRIsgZIoRmNZEgFlZLQsyVoMTr9XjdO02a3QMaGS8mnzz+0eO766ra2+o9XksRB6TfyWwIcGY6Hr2poZu8MeivIysnjpPLBnlowbkQ0RFTwLW4EiVYGLFbgQtjKNUKzOEijSwdrp4hSwOc6iejtNW3Sc8REh3DYg+6u00viKtGIlIYJfCfH5KVmgeLVOwQ2+ZhBuXXAUrkHILT7LEh3DO+qaG4KRHIylxIgSbhUIhatJrnMcEj38gIB/HzizipIDSkop1ymzlEK5FmFcZtzEChAFbjUUNNTGGppxd8CUWxgoayxsHOkrGqIw5ObWjxh3wdL8jlFD5y664cnXZlzxqLVsav7QpVc88v7JE1g+ODaB5aijE1VJT9V0MslqPjPA0aclWYVnxnWP7T+ZD49uT0/yGc6M5N7nvj7ouJdP4X8k6N9IspcHJvkMZ3Ce0y9i2yfoQ6dl98cHgT1x9n7U1+B29lO7I27nYxzX9MnDpTlHJzSdyNHJJKv5JEGfWJ3jqKA3vvc991Rw58HXdv/y6vs/v/TeD2u3f3Xz0xsvufnO6RfMP3/J7Oae8JIbxuTVa9rGBmrbAq2dpYVFudFYuHt406gJg4cMC/eMCZTUqwtrZPXt1OAOvS8qoMw8X0Rb11aUXRz0xvwVLXWVQ+pzKqMjZ/Uuv3PpkhvmPPjIhYsWN1yyuGL5de2MgVdSqpswvm7s2IbaWm9JqWnK9Jb6wTlSBU+hTsHJTMjOoXyWdYpVFM/okYWLWEcYdWZrqltDBrcU0LtkrEPOOlRGFxZ/emZkbBjEYZ1By80csWsxVs49RWQxKaYRqlUiRCxB0zA2PRxjioq9Tg8lxQbx1YNUhArV6cRylVSpUhOYDFFIUAVfITa67LiepEyUO+RGcIygSJzWEkZdKD8XdB+IZde01pmcRpBsKp/nz7FnSAYJVEKUpjpHj+WliLzRonBhzpgpw/LKwlWNxWBku9/Al6fAFiQLL0GyYnUGhFmItDINH/ZABEZIObgelA3+Be/H554owe84q4Y/xJenwVtSVAD7YQ8EdrVWBTeYvhJ6KhHswWiNw283u0zccGxCiZIIZSITbRkqiyOFeJ4QulAtAGS4HH4EoCzOOAy4SSvSSJSU2uS3xaqrcZuNdHoYTzhY1Jhd0qG1F8Tqho2cuyDS1F3YOXb6sjsX3bnx0ru3XfMot0TWCV4G9sSJO/pPEnSyIhMsX7n3DyH5zAOTrNozI1nNfwn6/0DQxzV9uoktZyLo05RPSgj6/Z827PwBBM1NF3z/0Cs7f1r79r9Wb/7svvWbZy+7qqGnfej4xvoO35xLGqu62NFnFU6Z0zx8dH1VTX7X0Kb5508ZP7W5cYh71OScpqEGoHOks2OEu6Cc0NszaKvIFWb1LtqXFwgUZpv8VtbD2HJMjojJFFBWVJPX3zD8kiU14yd7cyL8YcNzYnmU3a4cO7ZObxIWl9lj+WaFmucL0rl5Ri2bAXkZ1IwZMsDF0XIr4MrBPBFC75KAuBmHhLGDo7naGtwgBxfFWHGwGMRJm8/M2giuwJAijXXoywc3sg47aaH0DlC5umd0+YxZPZE8q5xIEWlScAYjDawS1SgQNUKgYpU4VZwuxeSusE9FIpA6WSubIeAKHilxZbooXY6rBwnSlTo1+Bcis9aAMmYsryTEy+L5YwGb38fjC+devMzoCckJZaL/obS2AFIwKDVdzAtE3RCHE6EbiF+wjKtzZMbzynL0dhLSNC8TgnY6WBjeAh2TJrjxIPASQjR8ED4ObYxRgWflGq6rWqIWJ0aJQBuUnSnJgDaIGKSs1RNwkaBpviwroebEkBK+PCNTmpYuTUuTpIKg4Tams9AAwmBSQi5ExVkqgcnvEGAqAYbwxGL4hWIKlSoNIVdhY93IaQpr2BBruvCmZx/c8M/lK/dcctf2q1bu+UvQA5Os2jMjWc1/Cfo3CXrPJxx743zwcV8D9vRXnjTJzr8q6JOeGZ6xoF/dza1b2NcNvfOnF9/9fs2Wfz7zxse3PPPywhU3j5k5vn1EZVWLvWucv66bbR3lWnjlmPkXju4d3TJhUs8lS2ZPO7utvs3S3G2qG8K0DXcMHe0fNjantTuQW0g5fBpfxBLKc9e114aKsjUmzBwEO1v0Pl2wgG3t8jS30YyR1zXM2N3jdHmyBELeRRdNKCpxaPCUcA4TymYNFnkk3xSOkt5s1OCUQGQGO1M2kS9G5ZaaXTmEySu3+JVGjwLic/xxopIwcNNS5JhArZOI1VmJjgKtQc3V7dRJCaN23IyZtA0ETbvCBoRK8YTVRaUWvpgH6lczfKOTG0unY2icIggak6NiiJzhwuwhvR3uHA9tpgIRP6rVCKTCTElmuigNziNUSTNkWVqTDuTuj3iy83ykQSPHJBWNVa7sMC+Tv2rDmzKCyZTzQcrOoKVycIk7bAOlCpUZNp8x4eXE4t9gXvAvY+WW7m7qrAvn+0C+kJTBy/AuaB2iNMg63kVO2v0mi0cPQRs+niVLTaRmcDFX4DQ+/yX+TFIBbQ2FslYGLh4CNWga3koVpBwb8AeyBkFzKLMEKr6aQigrTdlYFYXKIZIzmIxQpkrTWacRN5O0x5SFKZVGsy1apvPkh6q7hs66ZM5Vd19w/RO9827pOeuOqx/Z/fibR25a/fm/m6CTx979uSSr9sxIHr/RN4ojyc7/fYKOc2xNrFM4cfXCE5fI6l/QP8b5LYI+9D8U9NEKSscF3Td447igP1r+0DP3rll92yO3T53XPWRUuLQRrxtKh8vEIyYXTJ/T1j28qr4xNmbS4FGTyoqqME9Oii+aWVqvq2hgKhtMNY2ucB5ltClBgpHiQOvwJn++V4BkIXqFkpakK3ikRWyw8hgTr6BUOOPsPKeXN7jJXlProllRz/CaULaeZER6s2zUuLqJ0wYTDE+K8hib0J9H24M4ps+ibVJbELUGEHtIAw2zT2V0q0we1OLVGpw4oVfFY6kAhKjSysFoIGi4jEC+F6E1F1y21BuJFVaVjps+vLDKHoxpqursgVwNZc3UmoRWN+P02WlWp6U0BIPKEG7CtDvsaOputPotCKl0+O0Yiatx7tkd2M3sMusMOgT+M2ghkJrdBi2LQL5GKZXWRA4SCmZfcJEYZ/2FJSa3jdBrIM5za524DZCLIbTC/UOsFihwKbylt9Mmlx62lFkLLyFBQ9wGXye6pxNDAwHI1GBtULM3x+EImOGARHdHIjhzto1PU0wEahA0weLukCu3MMfus4Gdj7k7MdTvmM3hYBWpRBkE0+O0jSFMpASTSzAlZiC1ZgZkPUiYIkBEtFOfgUpTUURqcqTiFmOkoaR7xuBxC+Zc/vhlt782acET7TPvPOvq9X97av9/iqCTs+2ZkXzmgUlW7ZmR/Hjw2EPCvwQ9kKB/7xJZv1fQp4y6O2NBJ7o4EnY+oYvj08df3/rGvt1vf7j5rocvv/72Gc0jzBPmRYsGI0XV2p4xBU3tuUVl9s4RBb0TCysGa8MFfG+EX9VkKq1hI4VEUbnZF9LpLYpg1NYytHbGuZN7xneEin3OXIvWigrUaSiV2d4TqqrTBnJSO3qs3mBqfgnh8ipyIkabnaipjbUOKSur8o8aX1Pb5NbqecPGFkKC9kUZq1+D0Okok0EYBZRV4ghjEJ8NLm6knTuHyS50ZRd6wGsmF6OhlWAx0kSAvPR2bVNnTWVzGW7QurJzU8VS0GXbsPpoqckVElfVm5o7vXpnFmURWtw6m8egpRANIcNJmRTJANtijKKoNp91UnJMZPWaTHZjdiwczguBE9VatYbSmJwm0B8E6ixZupqQp/J5JqdRw+JyAu+ZNNlfUKa1ObVGmpvfSKl46TwlIeNl8CBu+3LdGlqtNWDgZbA2CJqxkhiDwH0lMZsG7jRcXQ5ZKmzjK6pgsE1U5YcQnSiKlJh0k3Au2BmEC3bmlg7QqgD4BeDL8YKgE5VO4RhEp2Ys9DFBJ2wOR+IGjLToUEajYTE1rYH4LMVValpLWo1mj52XyhskTKUcepleJ9EbpBY3D7NZCtoJ3+Ca3gVtk641RSdQobHjFjxx/dMfXXzHGyfY+d9C0MlKTfC3x/f9ISSfeWCSVXtmJI+YTvCXoE8WdNIis5ygP//5w8849n3a14A9/ZUnPSroUzXdJ+iTNZ0Q9OYPf0kmuUxSgpPVzPHankMA1wG943sQ9IZdB1/d88um3T+v3/HD2u1fbP7sy2def/HJdQ8/8uQ1m7beOmSkZfaCksHD9aX1RGu3v67Z19geGjOlonNkuLKRaBtmzS1WDRkRrh5sD0awWKHJF6JsbqK8Lqomhb6YI7c0YPRQakasoiQ6k9roRLLz8GtvnDxuSn5Xr2fq7LKLFvXYnBKzTV1bX5gbdWdHbOGIoXtE0bDRBZEizbCx+faA2urHtSYxQmeSFqmGzVSRqYxdBmFcZxYxdoUzTOUUuSMlXD+v0UmDxVibDmQnRQWMFY+VhsKFIZ2JwfRGiy9QVl8Dyq5tC3b0Zs+YUzn3wsGBmMIZUPqzWV/IrDdqKL1Kb1HhrJg0q9zZxtbhDXmVOY6AMVaaXV5TOmXmpKaORsi53BSS+GKDBrs+TZgqxyS0SZsuHAS6tPldznCIJ5bcufIpnkiM0kSmJCMUC2ZJM80uE3xk9KRRHcOHOAMOkDvs4bqw9URiWRbI1Ak7C5UZaSJuQF6iZyPx5BA0DYKOfzsVZGo4EkwNlwE3jEQcTjweBBJF9fQ2Fi4PGtywDUwOfwL2Jzqg4XhwOnwE9iM0Shi1Eo1UhIgVOjUEZ7AzX6lQ6rQ2v88VCFBma7i4OFbfVN0ztnLY1EDdqOFz/9Y4dmn75OumLXziwr9tXHjTG6CGW58/sOLZj/4S9MAkq/aP5S9BDyjoL35KDLbb9znH/s/6GrDn31DQL7/3HQga4vPrHxx5be/hl98/+OKOA6/s3DXrkjkjJjYtuGzUy2/ckF2U3jZan18rrW1jy+vpgnJySE/O2GllBZW4L5LWPdrrCgsa2t15JTRrznR4UJNNabKjdU35TZ1lw8e3jJzUnl8dVtEihBLZ/QZPtn5wW9BgH+T0Z56/aEh9i7Ws1mB2SChWvOyKi8oqYtE8jz9Me8PqWAlh92X4cuWeHBwsLMMHaVg+mFpnlogQnlKXghuEsIcwio0uzJ1tdgZNlBnyp4TQIxB44x0IYg0t54Y8MwhhoNQUU9Pa3jasM5TnDhdScIMZOyXS1esur2PzypiiCld+kdvlpZ0eHVyAw6dR4KkoLYyUePVurq60khAxZl1bV8uQ4a2OgBXcijNYoj8XzAv+hcQdjAZS+CmDRBnpUokrGvXmF4VKSqUarvO3trkGnAhxFQ5z+O0gx/yyPDgeBA0ChYSbGPIMjvbmuEDBEoQPdgbA1PBFwM6Z0hT4cWD3mxI/FMDRMo0QDoNcDP6FONy3SoCeAODaQMfwMpGd4QD403DAoCxeojYIXAzcNrhp5fAuLleR6gxZZqo4DeKzyWvHjQxPIMyQKQxOn8URThMgcp3Vkl1e1jm5tHuWu2JM96zrL7p+3U2P7n543bc3/H3vZbdvvXX15/dv/OHKv+/8TxF08pFnRvKZByZZqX8sv1vQX393+LQkHzmw0JPtmSD5yDMj+cwJQX/xzeHP/3UkmWQ1n5mgE+2j9PV+AMkjo7nB0Z8cefujI9s+OrJ1/5Et+w6Dl9/64OdkKf8WQW/c9SMA8fkYIOgNu7+ee8XS3pkjxs9qm3Z2ffdIV0evoXUEHanitwyzzDqnpqbR5M2WgN0mnVUKdh48xFTVZLH7RZFCqqza6Q3i+cWOliFFBaVuxqpwhEhbQEsYpIRBbnHrDDatCktnrQLaMgi8PHRMtHNE9qQZtSPH1kKC1kEeJOWdQ2tB8YXlxhW3z+kcEapptps9SqMbja/0qtM71QidpdCmoUwW61DRNgVp4YY/0xaMthCkidAauK6AxM9/0BnGcJ0AmF6DsTpbIOiLxtQkJsf5NS2hERPy6lvp6ia8rccFNwOpipcTMZqtKpRIGzqiPDufRqi0cKGlsinii5iU2kwxkk4ZMVfAJtOIaYvO4jFy45RxRbx8qJh7/pY1SIpIHX4HadUL1apYdfXUc8/rGj8+RZgRiASixdFgNMgV6OCnMBaGL+NjNOYOuVkr6832ilWgzkGhWIiXyeOKhSrSISDDneZ4TI4P+TgGqBmIVxYVQCgG+YKIE08L4WISfdDpIq57WhGv1gS+TtSqhp3c6Lr4NSceLXJVnBR8QKmD/wWQoFFWC9cvRjENY1ISpjQhWVgxonP0hfl1E5bdtvbmJ7ZnN8xum3yd3NQ07tyHntj007NvHrn16U+4lb+f3HfNY3tvXvXxzav2H+XDOPu5nc9+evOzn9387BdxPjtGspoHJlmR/zckq3Zgks+QIFmpfyx/CXpAQX/eN13lP1bQX81cfHFzb137iIIJ00rHTwlPmOnvmWDNKU2fOqdg7oX1veMiOQWq+jZLy1C32c0DyutNdr8kO09bVG62ueVuvya/2GZ3I4FcOrfI5o/oaYtcZ5RZPaTVSRGUJBzTe8JqnZFH6HmukNQdUunNItYo0xtRkwUfOabZ4cHsHtmYSeWhmDK/nDa65JRVDi42eTQmNw5G1pokjF0JW1wvwVgxxkpBxBiD9GVGTBSfAyIGqam0Ym4uBqlUkUi0rFSCqdUU6gwZnSF0/IyKa1aMmnp2/qiJOdl5ClzHc3ogZPONFnF7Z7SqHu4n6cE8pqIxp6QuFC602vw0Rin50nT4Q3o7bXSy0JDEV7dSxJMvY6I1OpQ2sVKNGmKyRIe7YzHCZk4VZVrcFpPTBGgoDRi5trk2nBcGTYOabV5bflm+0WHU2/TNnc2MhebLM9LFPPgWiTJJx1aDTTwqTABf7RjwlUHQ8XUAuNHNsng5PQAyMigYGhCo/bm+ospCCOzQ7k/QAhU/RZQqQqU6C8s67CZ3wOTO1hpD9sBghC5x5Q7zFoyZfvGDz7z27S1P7Hxg7WcTzn+gcuhlZZ2LZi15+tan99259sBtzx24c/03fwl6YEEnD9T7Y/nTBJ28HG2C5CMHJvkMCZLtfIKgT4ET9P4DB0/DFz/3twp4fw8Jk9U8wBJZCUFzjt5/ZOu+w1t+52KyRx3NPSRMFjSw8f2v3v5s75W3LZw0q2HS1MJJ07PPuah43sKSzjHmtmHmygbtkB53KE/a1OEaP6PM4c8srqILKhiLRxiMoPmleotdpDdlWl0ynBrkCeGhKOsJkpRBomXEZjtuc1C0QS1T83h8XlN37rmLevMq9EU1tmlndTe2FRosaJaI5/JqcTI9mKsdN6U6Ukjkl7OeHJK1I1qjDLYmtxa2pFlBWZRqkitZp9IJlNrEfDwx5FOug1XNTf2A3/6QLiFmcnkTl8KveEfYO0iUpmExg1Mrw3jOoKily+IO82bOK/X40+wOAatPwzBeOJcor7a0dmW3dOUW19qtAQSh0zWswODUmFwU5HQIziaXnrVRKq088ZwNJVGCJUg9JZAKFRoEpXVwJzD4XRVtzZXtTZRFH47lmJ1W1mJAtBqdnsorKSANtApHrG57SVXZhGmTukYMbRrSMnTkMJ1Bl0jQiX5n+BEAW72dhN8BiZnoQOInwjESNZUSDwa5Xux4VabEWI7ElrUy+WV5tc010eIItOH83PyUPkFzM8sTghYhQriv8NJ5tN1c0djUMGRYdkG1zhKdddHdxY3nlDad3z7umqvufO2ZV79eft9ry25/afUbP5x7zaruGTfOu2rVXWs+vvelr298+pPlj3/4/6ugk3ufByb5DAmSlfrH8rsF/c33pyf5yIEF/UeRbOEB4AqA9CPo5FUNOQ5wYfm0gu5vmN2uzw7G6dsZp9/ypCDo7fv/NwW9+8AND98+amZLx/Ds6bNLzrmgbOGSmnMXlw8daz1nQU19KztsdCi7QN7QZp84q4o288IxNBhDjM4sf46yqIL1heQmW6bFJdBbMzU6Hm0SsGaQNR8jBbRewYKgSJkrqC+q8jF2PqbndYwsnHVuT1tXaXVDrifIOLxEy5CiaIGZNQmNNgFO88pqHYWVXkeQ1pmUlEWtd2CkWYVQIqU2E1CTQjWZmI8XX5REwS1WchpBE2JwNGmjDR5TmiSVKwlE8AJRtGmI9ZJl7fPOr7K7eblRNUXzCC2vuIR1+gQ1TbZgTOOLYq4cjBvP59XoHSjkdDihzohDgmasJEJytTIguoKgAbFCAoKTISqrz+3KCRbWVk6cN/vS66/CWF0gN2Rx2fRWoxxVKjQqV8ADl5pbEAVB271Of07Q5LDAy4bWRrPLTJoICM6JYdFIfJYKaBq+VOJnwdFfBlyOTvg6kd8TDwATTxoTjwEV8c6NxMgNd8jlzfaAnTlr9yNopU5hcBkZh4GvkvFS03mZsvL6rhvvXXPvs3vmLHtm8MjLh0278cZH3rz7qW1Lbnrq9sdev+CaR+9dvWvVlh8eeOmzm57Zc/vzn4N5L733vf9fBf1HkTzw7o/ldwv695Ks1ATJGTxB8pEDk2zhAehH0Bwff3Uwzs8n8eXh3y/oZPoT9JH/oaCPavq4oDfuPAicIOgvNu3+x8Jrp/eOz+sa6qirVzYPwcZMdfdO8oDLWrqsDa0mZyCrtIYdNanMFVB4w2pnUGZwpAejysoGU3EFFcyVh6Oq/FJKoeFKPBttSoNVSbFS4v+x9x5gTpTd3/9sS+/JZFommfTeN9lke99lO7vssrvUZekdARFUsAF2RQVB6QjIY1ekg2IXe8MGSJNubxSV/5mMIBLgEV6e3+95379e3+u+JsNkMonXfuY75z73OXopTohVGh7BKERqJF5qyypmMFPqiKvaZy+8xRWiyqrCRrvU7JQGs6jyqmBdY1ZOoams2p9X5nME9YSJLThndBE6qwq4rKIEiTYo8kRLEQXYZzb8qoFHe2UiSsvOEKopxZnlJtIVqToHqaLlwHRPpi4zhywsJ8dcVTZ+UmkghBQVkw4Hz+nkl5QxcGsJZ8ssnrRANppdZo4UMiaPUssI9HatJ9MOp6XMOG3XYUatmtZo9KiaVEs1UjWuEctlWh1pcjtwM60xkpHSvI6Rg5A0hDIacL2OMNDgr51+74BhQ3p09AnHs2AnvLS6nbDf4nLoLSYkFYEbAJdRd7r+BnwF8NRiNU+iYcuEnnnvYVcVJiLOXKstGLmkDi52AYCmTCRjN3ANBLgI9RmAlp4JaKFaAI8XuJnSO9l0F4MjGIxV9h01bd6zHw+9+fHrZm9Y9cahRc+8PvX+pdfNeLD7kPFZXXqNmb5g7rMfPLDy4xmPfThv3b6HXzy6ZNMPLIj/AfT5lRwMuby6aED/ePTcSj7ywoBO9uCcko+8sL767vg5lUznCwP6wLcnEvrtL/rm5PkAff4QR7LOF+L4jwP6jR1H7lp81+AJDaPGV0y9uWnipPxR4zLHTy4YPSmv/7BIW19vdqHK7ksFHNc1h+uaIoEI5osqXSFhrACta3bWN9vzStCCMqJbW9Dq5vvCaDTHkhm3urw6xqjUkVKCkgKwLAGd1pgGdL5m+pDNbzx50+3j3WFdc4+Cbj1ym3vm1TZlBSN6DZ6CUaneMGHxYBgjVZJCtnuIA6NtKGlWAKaBztz0IGXWqkg54EaOKtkqnadCz+BwMYMGZ1CtUYmZVGWNhWpGZnARwHcw0RI1Ut/N09jqGDoiVlAszc5RRiLKvDwiLw/TGRCjHckuwrLL6FixwRZUyglEokU8EUtje61YLQDus9Xu9WoANAhse4aYL1erFBq1msDUOkKglCCCFCmpDORlKgitO+gHRsM/yTSqSE58+h233XHvjCuuujKnqCC7MF9D4sBlALQr4NOZ9GzDKmU6kJcwamCEL0Ka2MC6QJEG4kgNmP6T0QmnDFwGcfENLrjMzQcCoA02thGXQM6Hl7B9CtCyswANv4nORjvCbl8syx/Lwwwuu6+w/9hbn/3wu7qxd183f93a9/eVtfYpb2lZsvLxmp49brhvfu+x05pH3Txx1qoHVm2fu/bLeWu+Akb/vwroB1btuygln4FTcjDk8up/DdDJR174+PPpyLfHzqlkOl8Y0OduRPvt/yGgWTT/Aei/opnTJQD6fMWS3th2FMQB+jSmAdALnp4/bFLXjkFZI0ZkNbeQlbXSxh66xp5M7wHBGTM7m9rchRW03cunTCl1jXGJAokV0Jm56pxibV2Ltb7FHM0TRXMl3dp9/ogyHCNjudasbHsgaHS56aCfiWV74gVhzKS0BFHKKUCESCjX3NKnirJK8yscwRxcZ07xRbT5RR54VyjC6M1SNcmW3lcQAgA0+GWtQcb2e7WwvVQMDtTkonQWTEnIADTgoAHQKlKs1rFLqFn7rNMAplFGgTJy2qVFxAjtROPFfp1FGo7T/QeXdQ7J6+jvb2oxet2pRQVEfb0zK6YIRQQAaMaOmLxpoVwsv4s9UmgyOJUaWsJ2aFULZLhcismEahEINoB0AGiBRCxVKgQyCV8hVVFalQHXGHGjz2r1uaO5uZQR7hKYWKl0BQJDR4/uGDSovrkZthtbW2P5+bTZnF9aanY6pWq5QJGRKkIAwWCfwSwDo+FDYYOrkcTRmVthyMU6uOlBLqzBxnkSrWlPC5CNGzAYRUohHGnzWs8H6HRZGnwdgVoczMkeMHJs17b+wVhVft2AQLfhxuqOntfdvfyF1zuvGtNtQPPcR2Y3D2xZsX79lJmLR9684NblLy95bi8AeuaT+x949sj/q4BOvpILK/kMnJKRenmF/Hzs9ySdBP34y+9niHuZGAHHxxJQ/uvI4pUD+l9HFqM/JXIzuPGUktF8qYA+cei7E8ljcqFRbjxF5JN/C9DfJUIcZ2dxsIDedfBPHHNovgRAg04B+vcP9yZyoncDhY8ndDaauZ0slBNVRk8VGv0jEn2qMDRg+ufXt4N+gvHNL/bdv2LG0AnVw8fn33xnw9U3FAwd4xswKtDe32FyIrff27ex1dWtRzCYpaQtqTdMHxTKwoq6WHLLyPxyrLqJqepKu0OIw5fapcFu94rtXqXLT7j9erfXEAhZysqjbT1qgTWICBGiCGmXEmaxhmY7TlEWsMMSe0CpNSDwLl+Ytrq0MJIGsYrgsx0C9TLaosENYA/Txco0JSHCGLZrn9FJgoMG4iRSelkeKXAh0PxUlCOBML1MrZfKSSFuVvFVKelSRKhEBFJEQyBlVaaefQJ9OzP1eqSkxNjeHgtlyiu6mFx+fl6ZXu/IEKGIUodQVgnGiOE+wQYZMAlAmafgIwJ2thPQBqQTysVqXKMh0FRBOpKOaGicsOj4GhEiSoWXSgxNF4jFCrUaI52+IKDZl5mpt1iQVHhECKtwLThou8ch1yhSeAg46AxFKnwjNaUQKnkiFR84myJGgJ4ijZCtxofLlZQKnDtq0GrZIhsaJcbGWIQKIdeXVpLoqkUaCWkiR5tLNYH9MIKhZgH9RxbHXwBNmNmVhBlyvoomsgqKsgorapv63D73EYknZ9iMuc1XXjvy5uk3z59R1lqaXR0rbaksbul+zT0LH37+s6XP7Z69ctvCDYeXbvp57uqvF7CA3p/Ql3M37DmlL88FaHY7gbPk4tHn1Zxn94Ie+B8f5yY+/e+PyWf4nxmRo8d+//c6evL0COw+5bL/MiYc969/Y/yr/k8BfdEF+09b42QWnyEO1qeOTyoefap+9CklkM3pdGeWM3QS9EeN/4MnubZYXEV/tl5Soir01i9//WjvsQ/3HP1g90/v7/r5/V1HP9qTKNOxi9X7O4+/98Wxd7/4+e0dv7z6yY+vfXLsg10n39t18uVPfn5794mPj5x8e8/Rlz748d3tJ9/feWLL59+89vmhFz/d96/1b9wyZ07fUQ1jplSNvaFowBWunkPpgeOcV0zOHX9daX27qbSGWPjwhNXP3Q0mGgxmZb3ZHRLQVnbOLV4ka+3wxPJlJBsfyHD4VFa3Um+T0Xa50YUZHThlUlEGmd7KNgcBS5iY+0qUNyKFIKCtBE2lLEqRGnGFKBWZ6g5TKM0zOlWUWWa0qSwOzGDW4KREoxWiuBSjlRKVgGuMIlBnKHCp2c14w05XwGbzGTGDQoKmgwCpInWqQMnWXwbw8eXpPBlssB/HONTOEBrJpQrLLaWV9uw8vd0lNdvEHr/G7VMbzALaJibMItTAVxuEqF6q0UnlmCARCGYXSXMr8fgyHk+akSFJTxenq0m1QC4A6gExFZgCAKplgLJiiiGAvwKhzOoICgQqqQLVm8wErZOoVFK1Guhs9zodXpsKlSApCE8IgBamK9LFqERBqgRKiUgtk6CqFAmvvLHO4LEigjQRoVHoSL5aqXM45ARJmiwoScs0GniAgGvQ0uw8IVfEjvPUXNyDZbeSBz+XItEg8czyHbJEj0SuoS0Ld1xBMjpXOFDSpaKuvb1jwvhuI4fld2+a/+xjI26cMODqUVV9Wm05+Q0Dx5W0jWkbdd8dy95ZtunrOc/sm/fMkae2nFy64etFGw4v3vTV0pe+XfjCgZlrt89at23xSwcfWMua0JlP7bn7X9tnPrVrwfqvFm76/sG1XyUcNwf0v2jOqt3n1APPspq78uxx/ipg6N6/Py5au3/Buv1/f0w+w6WNyVd+eUfk2NHf/74SgE4OibBK8Pdv6rIB+uufOEAnE/b8OpOzyf/6h04D+q8n/yugz9CfoY+LBDS7mBC09cvjCUD//MGeH97f9SMwmu3D8iegT5wG9Fs7jm/5DF6efHvHyRc++uG1HT+9sfvbDe/vfG3rt2tf/uLRtW8++/L7Hx74bu/Rk2te+3jC1JvH3zBw/I0Nw6/Jax9mqe6hqmxVNvRm2gZ5ho0vzCqSNvVyj7oK/nDZVYWN7U6jE4nkq82elEieqKKBiuRInX5hMEJ6Q5TFgwKdwRrTTlRv1+JGBWlUGmxaysy2BNTSKFg8wqhVkWLwvCgt07INqEQGO96tVxXjUpbUZuZXBpxhijZJANBmG2owKQlSgmIiLS4ldGqJkp0EUxIyoZp95Dc6da6AxeEzMQ5KTUmAzgqCxzWBhTuBzoIlgrByVMfWTRaAVZUjWoYPjK6oDRaUOPxh3GiVGIxio1mqN0pwWqil2alIKc6XEULOiSsT1UFPVxriAMf16uaMKozcYmtu4g7TawGRKKWsrK0A+ImlJKoxhaMFKRkCo91q83hUOBt9RtLY5LbUDEQsTjGYMLFawFPx5KRKRWMSFN6vkeEEX61uHziQp9G0Dh4kIkncZkfNtnQVOv66aWqSkWtwsOcSlUJDaikTRVt0OjPFzRNKE6nQnJWGM3M9X6SJpd7cZXPp0rLE8hZw1tyaQziDxW22ea0Wn9UacSOyjHBFrq84S2WjGwf1M8finZNuqOpzRZ9xMybft3buM9v/9fx3yzZ+88BTX969/NPHXv5p1lM7Zq/cM2v17juf+njhqwcefufr2554b+HmQ0tf+n7pc9/OW33ogVX7wDvPW//dnNWH/xoS+VNzVu08p+auPLfmr9p9UVq09suLUvIZLk3JV3559Q+g/43OmjM8rcsI6K37fvto3/EPvzz2wd6f39/z03u7f3xv988f7j3xwZ7jiYhHIvS88zgbbt5x9L3dv2/5/Ng720+++8XJLZ//9PaeH1/fffCZN955d9eBVS9vuX/Zimmz5z74+Mo3dxz67ODJTVu2jr56WNuAgsoWc0ULXd4NK25QV7cyvYZGxk2uySqS6+1IMFtcXmvs0S/a3MvnzxK4wyJ3prC4Cmvu5WpsdVXWOcJZOhWGAKApqxRjxJhZDnRmA7h61kGDa+aWV+itNG0lwZlyheoB0ClCxBEwDh/fz+rH6tsKu/UutwcA0DKDRWG0qPWAeEqqxcUYIcMphVTN9ooF7wwP/oBO2orbPIzVbaDMWjghGGc5nqHWsYnSYKj1NspgAxssRfgIeF7SpLb5dXAb0BrSG1pyY7lmoDNl4On0ApxM12CpKMlT4jypNk2oSRNreXB+LqECNriyRFyxIXGi/jInzocaHYzdZ+NWWgPmuMXWnUMGUAYHT4iTOndVXZtMjTEOl1AJp5bxAIk0TRoIFFeKRRnpfIR1tVqZUqdV6nCpFpWimEqnx0w2GWFQ6i2IVIXwJYW1TYhMCYxW0UaDzUMazGr4RbQaNcGWcKJMJAAafL0kUawOsMvdSCTsDyXjwH0moLlvoUosAZcnyidxiId7DF8pyK8rFRDymcvmykzYXUse6DF62OBrJw+/8ZbR0+67ffHaB554++5lb8x85MPHXvp6zTsnnnjl+yXr9j7wzLaHX/x6yYtHbn30vXtXfzxr3Wcj71l5zzPbFmw68vALPyze8BVY6blrDs1f++28NZyDPpvOoAdW7zqn5j17bi1YveeilIzgCysZtZemZKReXv0D6H+js7LuTuuyAPrjfecD9I/sSxbQx9jQ887f3v3i13d2/Pb29l8/2Atc/uXd7b99sPvku7t//uDgj6/t3P3oixvHT5845oYrJt4yefJd0+9cuHjt61s3bdk7Y87jix99aPSkjtq2SHO/aN/hud07g80dwY4Rea0dmWV1RmcozepDsovQ0mpDSZW+os5SXmctqTHmlWnCOaJIjryowgyG1BMk9TY5auAriHQ5BaNAqs0A5BGMTEWJ2AiyQcM4aHC7wGsuZMyXpyaqvinqW8tIiyS33JeZ5wADrjNKQTQj1xlkAGiclGCEBKOkcpTNNgNJMHYmjTBqGACjnWJr2GMi8MhCFStwygJFmhyTIDxEQ2ksbgswlDCqGKc2Wujo0jUOgA5GdASdThkEjElC6vgYyYdPxA1StU4swfgg4LI60W4K7gdcnJfj2h+JawnjCSjEDZgv4s3MCZtdJmAcjHBXUJAqdzRUUtWNMHgdvtxAtLiwoh7VmxUEkyFD00QqngxMrEyNajAMk8jYbG6gs5zUClRKsRqVoRRhcrojBYhIM/CKyUiGgnQEGW8kTaHNq65zZsZyiisz43l2D5cogsJTAhd0hvuQhlKDnYfLY+0zXC3KVug/6wng9M3m9ByjLLE2knvEIS2UNztY16c5TSNyZof6jhl256IFo2+a2jho+PL1r6x8/bM1b+5dsenTuU+9O2/l1qXrdy7bsOvJ146sfPP7FS8fmb1q27ULn+9zw8J+U5fcuOyVK2dtvHXFR3PX7J+3+sD9z+x5YNWBBeu+W7zx+/MB+q81Pf5UMvI4LVyz96KUjOALK/kTL03JSL28+v83oP8Gps9at3Jalw/QJ7buP3EK0Eff3/PLKUD/wr78E9C/v7Pj5Nvbf9+6/+SbO35+d8fRd3b88NLW3Rvf/+Dh51ZPm3fLg0/edd09wyfdOmLa/Tc9unH1N7+d/O7EyUeefvPtrZ/cft/U7h1duvUpauvML2uweWNSe4gfL8LL6y2xIo0jmO6LCF1BvsPPyy4kjU4kp5So6WatbbbVNblKulgdHqVSC6gVyHBErEHEWJoETRcoEbEKURF8JSkEh6vVqxOAJjCGDUODg0YECGnCUkWIzqqRYakWnzZDhpBmGcVISIOYpEWETkjpJIRODIzWkmKFll2Qwq5JIbicDTlhUNNmTKNTSlFBIiMtDTCdIWULwrFlPBlchsrSROz8WyjbW9e9vKIhJxAzlnYJ+UKU3iQ2WuQOF5oIHqhtLsLq0dE2VK2XyUkRVwED3giMOx+gubxjh9/uj/qAzgBreETAjIRQI8tQKgdfcbXBGWlsG8KT0lWNveSEmafQpYhRgQKsrhZJFcoVKIHrM3giJYYRZpNEi6ZKwJLTuMFudsfyK1o8mRWULYaIdW2DxlV375z/yDMpcpU1ECqraSws6xKO5ZiddjTRC4YjL1wY3B7gbsSFONgUaUoBP+9Z3p/bFiUKOYHgi/BlvHRxGmzAd4mXZMsopTcvbAo5cmvLnn/3refef3f52vXdBg3rNmhk/6uuv2fpM5u37n/5s2+Wb/xw7tNbHt74ydS562c/9e7ty159aPOujduO9btpgbWi36Cbl4+9d93Nyz9gAb324Jxn94KJXrj++wsAeu7aPedUshe+NEd8sUpG7aUpGamXV/8A+t8A+qyV36f1PwLon9mXfwD65DvbWUB/fPDku7t+en/Hjy9/tPdfGzfPfPShq2ZMbhpa2zg4PnxyzbT7R7QNqTGFzf2vGP/WR4e+PHxyy/sfzV/24PhrR468qu/oie19h5bVdPeW1FkiedpoPuYOi4wuxO5LdwUFJkc6ySD55YbSWlOsQO3NFIRjCk9IYXXKvCFKTaVLMUSCIgkHzU7WiZQIWEZw0GCZgae0FdfbMK1BBkYVfDRfnu7N9CDpCCBVgqYa3WqEj3ijRgA0GxEmeGBsKZ2I0ouB1CjJA9aLNSz6FZQ4EScRqwkpMFqmFYtUbLz1dC4abSVdITucjVtWhzOAKhncGzwRkz/LFIgYQhHGH6LdPsLr04XCRl+QsTpxZ4AxugiUUcgItisVQF+iEcKZzxfiSBWmANeAcZSJ5GbhgIwClQiRCginc8Q1N1qDeYPGXi/S2gLxSilhV5JujAl6IqUWT1yJGhmTL+CLq9Xwu+mNbo+S0kkxwhmI+SNF/mh5ZcOASF63DLmDp3JNmv6AzhEN5pcj6fxrpt8SjOUHo9meYKbJYcNoQoGxUWZFoqkK25XRZeIy7eC3NbuZdEkKd83cfYVL5+AwbXGbAehw/aJEoTt4uzvkyi3P07sYk98Kv164OC9NJV+3ZYs3L2/gVZPs8RxLVk6Xnn1vmDVvxtLHJ97+wKQ75s7818a17+ybPOtJS36bu7xj+K2LW668o9u4O5756LvbHnnvgXV7lr/4/UPPf7Nww+GFG44sXH+hEMe8dXvPqWQvzGnxun0XpWQEX1jJqL00JSP18uriAX38t59Y/V8O6OT959FZtZPO0OUC9LGt+4/9Aeg9x88A9E+nAH303Z3HWQedADTQ+e2dX3+0+/tXPty+aOWTNz14y8Ap/cp6ZPYcmV3USJU1W7q0BlsH1y19esXGl96+4qqbxk6cOPLKYR1D2mtbirJLLN6YAuyzLcgrrDR6MuU2H9/oTNVbkcxsTV6J0ezkA7Wj+ag/KskrpRpbwpFsUqVFNEQqSvNUFDtNR9pUlEWposDTgS/LgD0A6ERQQkWaVVoDW4mUMmsUuNTkNLLrsEkx2G1flsnkxktq4qReqiWFGiwdGA2A1hnASvM1RJqaAuiDQ09R0WyXa3aJnUag1akkieZPbAowKecWE4JV92d5ML2WDarKeOAitXqlO2wx2PEUAUKbZNl5rtKKzFDE5PXpo1l2f9CM66QmB9sgXIqL+Kp0Lt2NpXNSiOD0JGGGJJ1t160Uns6IAPalSNLT1ApvQVHLoJHtg8dmVzZ37T2yrGsHT23OrWiLlTTnlnbH9AEEUVC0p6G2d1lpo5pk2IV8TrZcUUP3jvrmzuyibpUNg8ZdPVtryHWE6weMuaW5Ywxm8epcXoPLo6XNOqPVYLFTRoOG1MJTAgdo4DLQmbEbYMPmtVbWV+SUxLg18acP4BI8OEbDwVzlaPiVgNSuIFtS1Rawu7PcSAZSVFMqRJWWQKCsqZvGZFabza2DBxU21fuK8hw5cVNmJuUP2OIFsapu46bPitd1oO5ifVZttHFQ87ibr1/47JIXt93/7McLNuxd8vyRRZsOgZZu/nbxpm8fXM2lcJxN5wsoGZ2clqzff1FKPsOFlYzaS1MyUi+v/gH0v9H/NKB3H3tv98+nAP1jIiT987s7jyVi0ADo4y9v3ffGtr2ffPn1W59vW7bu8duX3HLFbf2bh+VGylXF9WT/0fn1PQPOLM2g8b1XPLni9rvvenbj01vef/HltzfeN39aW2dhdhmZWaiIFCkr6m3+LFUkD/dGFBoSieZqe3eWdKn3NrQGswq0lBHxZcq6NmdGc2gANMUICSObO6yzqsx+yuIlCRP85QtAiWWBfCUhAteMG2XAa9gDVlrNttETgVOzeplUMZJdEqjsml/bUgKARgHoaCqKp+n0QtooIvUZcAFqKk2oRoDRKr0I1UvFap5YydeQ7JyYJLFYg7OxAkUGkBoYDcTU6sGhKmAPOGKuB6tQnqLSZhSWBLp2K4nGHS43BYB2ew0iGYLrFXJMkKFIRcQIGE94F8fo05Nswr+k2bExAdiA/VxIAdgHbpSnFCsYgzkrllfXPO/xVUiaYs6yVZNvm4vwcUTKaM3R/C69XKGyVD6p1Fg97jyRhFLijDea486M55XXjrryukEjri6q6FVWM3Dji3sQnn31CzuRDIMtWBIvr09XoYgQLkOrwiicZrQ6UqZRcC0T4cK4EAfYebiSQJa/R7/22uYq0oTBtclP1Z7miitxi1zg8QK+EbyXNBLxwlhJVbE/6oOd9qAtQ8lPlCHVF9fU2kOZbf0HKvR6CYWrjKSIUCHSDD6usET8waJCR3ZumpaG201p++CeY2+0FdZ3HXH1jMefHzxt/p2PvHHPk1vve+rzmU/vmLdu37IXvlu6+Yd5aw//A+jLK+TXEyf/vk78evLoryd/OZeSKPyHklF+4ZWKyRS+gADQ5ysfmozaSxaXwrH/m1/3ffVbIriRaIV18Eydo1fhWbU4LhbQQOfPDp94Y9uR1z87su2rk8DojW/tf2Pbt+/vOXzw2LFXP9p61/w5E26d0Htst9ZRJVff1btjZHFVk6PngFisVFvWaMuttEy/Y+yCh+6cMn30NdNGtvevXvL4nfu/f62knp44raG8SZ9focsupkurnV1bo0UVRptHEMxCm3vEwzmakmpTVh7B2NKtDrHbr3H5UHeAQGmBDGNTKXCLwuBQEyYpeF4VmSFUIRpa5IlYQEoyI0PGumCRKg0wIVaJE2u1FXw5Isf5Vh/tCpvsbp3JhvqC+kBYr2cEehM/lmeo6hqyeBWBbIPJo0EkSIoIYRupOPSJ3DuVElcC62Fk7Ay4QqAP0J8y41yXqcTCPLbmEdhqb9iu0vIdbjIr7o7neGNxdyTqMFkwsTwFpdiFfDJCLEL5AGigvMGuQ2lVmigVnDKSjsAGwFqeKH4P25xr5vwp50nhZYZChAj4N82ec+PMOf6iMndu6T2Ln8ip7pGuttX1Gj3t3mVLn3zh9vuWVzd0+kMlBYWNgVBBdlGXHv2HWLwhJENi9URJxocgWsqUW14zXI7HTd5qwlrgCJfFyuoy1FrCak0XK2VqTI1TSgyVo2CK2QXfcAFwqwMX3NjWlZuxBAcdzglYPEbuLiJJdMkSJla1sNcpSeesNPxWsAFc5tqywIYMlyoplRSTo3rKGQy7MqN6h4u02XoNGUDaGTDXEp3S4LcoGK2UVhsDbnMkorG7+YRZZvIGKxp7Trhh4swl1819avFz2xdt3L34uf2LNh2Yu3bPnFW7F2/6+ok3TizceHDhxv3JSkbzhQF9uZSM8v+7gH7RgD7228mj51Iymv8BdDKgz8qx2/rl8fMA+ue3dny7df8vb+34+u0vvtn+9e9bPj/86Ma3Htu4ZdUrr9y3ZP7alzc/8/yqHiO6tw6rHjO9taCrsWuPaCCqqmt2t/T2TrmtbeAVhVOm9Rw5rqGk1r39wGv3zLt2yRO3DRnXpcegSLcO94hJZa0dmf4sRTCmLatx5RbrIzmYP6ImDIgjwM8pIcNxjLEC6RT+MOkNkp4gxYUgAMcSPF1BpEu1KXIsFagN21qDyBkyeCIm3CRS6dKB3eCmAStStVyrY7kAZARTDIAGGcwamSrF7sLKq8KhCKmlEF9Y3dIrBzMiwVxddqmT8WiFKnYyUCBLTxemApfVpFqJqdUECmeTav5IT0YESIoQ4cnYI9PEbF18TK+Vo2KeCLE5yIKiMCia5fT6GAA0RknPBHSGNBUArbdR7Aykhs20EyQSn+EMXMNsbicXWuHmDDlbKtTIouVlodJSiU6HOxyueH5DxxCDP79z7I24I7bmtU+ef2v7829umzx1plbnsrmilMGFpPDVtEGjZ4wuf0lVt2huVUF52423LXaH6uV4xBXpmtelw51V4YkXG/0hhAcuXiPX4Byg4QeEmxyY+lRhCpKGwGUAo8FNw7V5Mz1w8TxZGncLgYcA2A8SJxaqSBJdV04DGrw//F/gAK2kFInliwoFoZWimBwjVSQt0WICpUJjIDQGjKcSpMnTpJRMpdeIMJkVfLfTrjBZrLH8psEjrr1v7q1Ln5y2aOXC9Z/MXfv53LW7uMXfD67ZPW/tQTYS/Q+gL6hkBF9Ylw3QPx777ZxKovN/AtDn0KHvf7soJXP50gC9/cDxbQfP0q8gls6wcQagP9l7PAHo5ElCFtAfH/iVNc67v3310y9f+HDH/KdWj7juptZhQ4ZePWbhk0uuveXaXkN6TJ81ZdzUzobO6HV3d069fUSXGn9jd3/XVuvoicUlNer6bvq8EnW0CKvs5vPG0db++Tnl1NKnrr/65iaTH7lySmNZrSWUjbpCUpJBnH4hMBqjEU+mOKdE58/UkPoMg1FscSj1JjHFiGirAmOkGlqiYSSoXqjW8XUWuSNAaRkBbDNOjdVHkBYJZZUmyj0DEXCFVoNSBMEQSkJCGFUWD5vmYbJhGULEbFO3tJcUlToVKGK0pzX1iNqDMkdY6YpgRi+qNUikKE+NK/VmGp74VTh7HpBUrUwTZvCk7Ao6FdsemxVKs+XoTE6jzqyTa6Q6g4aiFXpGHQhZq6rya2uL3F5TOh8BQLMFiSipBBMC1+AMYLphVOLsLBwIuAzO1GDTcytTOFvKxXD/jB4QSgGm0VjMGRo5ajHgNlteTVeDNzb2urvN4cK82vbH1r9y/Z33kxafhraZXSGjw9dr0GBHKIzwBXKCyi2prmroWVrdo0vXgX0GTdY7igzukqK6DsoegR/IEY2LtbgAbjIKjVQFdFaKlXA3EqSL01IECBdzh8uTJHoVAqnZklIom2oiS6z8Bo6DuHyP04EO7itwgIYzwAZh1MLdCNWhGE0h6XALlGgpA1+uQlLSwVMbXVYlpRajEsJKmb0m2klnlsYNAZvSqNd5PKHS8pyGZldJFerPnzTzyevnb7rz0ffnrP0CfPSS5w8sXH9o3pr95wP0gg37zqnk6b7Lq2Q0c0o+klMymjkl55lcmpIzvi8s5MTxk39fx0+cN8SRROEL6DIC+pwF+C9FyVy+MKB3HTh+hk5w2nngxLb9Z/bz/rOrN4fpM+n88Z5jH+09dj5Av/7Z1+/t/vGj/T99euSHHd//8O6XO598ecOcxxdMnjF54s3jZy68e/6K2dfeNm7klD6tQwocmZKlK+4cM6b52indR15ROGpCbigHqWvEWnpY7YG0bn1jDz15e9/hlQ8/fVffoWX5XfRTbuvVtd078Ybmm+8eNGFKy4BhZXXNntwSMrsIb++M9R1cVFHjs7s1Nofa4dYyFikAGjOIUL2YXUBoU4FHBkYDoO2JlihqOgM3SnQ2GWYU0HaZ2YsSJqXRYVQTmArXAl7FagFKy0wuSm/D3H5GoUmzOtCquqzcAhNlRCyu9MJK4zObZg28oo6wpLM1MTJYd6zUyi1OM7xdpJBwrJeoAD8iMNEKnE3zSGRbI+kSRE3J2I6CGkW6MA1YTBtU0Zi7oCgzO9vn95ttDtpoIThAK3Uydp5Qng50A6xzdU25RAigns7MLttj4wAJ7ylPlIeGl5z9ZKsz67UiVImZDRa/PVaWg4j5CI8HbH1s/UtNHUPXv/lBfm1jqKg0Xl6DZAg90Syj2+XKDKMGfWZ+Xsew4d16dARjhSZXFmkO9ei8EjdHcru09x15dVVLP4MnExFJMZNFiesB0DyxTCCTwBcXKf9cPYiks6tyEB4bjWFf8hEANGf2wTtzU52cv+YuXpJIR5EnWoNzxUthw+xm4ADaQtu9TrFSiZK03ROQKFEYZWosQyyG35k2g+XXMnZDOC9k8OqUJpVcpyYcVls0YonFcX9Eas/MahrWduWsmxa/MnfD7uUvH17xytcPv/jt8he+SUbzhZWMzv9dJaOZU3KeyaUp2VNfWP//A/SPv/2pM/b/dXn3XxZ5XxZAczqTzlt3H/1wz1F2ocofgD6VVweA3nX0zW0/vLPz+/f3fv/Wzn2vbvv4xc+2rHxz5byVs4dN7tfU2aV9YGPvoS3d+lUPm9jn2tsG9xtZ1dojPztOdvSLDR4amzSlrLhS1L1V3627afTEGkDeVTd2jpvcec8DN95w69grp/Sra41kl+DT7+6YeENTfau7R79YYQXtzRT1G1JwzdTWa27q1bNvWSzHlhWz5RZ4srKt4ZiJJ0P4CoQtEwoeyyIHKCuJdJQWuCM0QJmt0cG2rZIa3SqrHyPNKoffgevhz5rlZpqYLedmsOMgl4+hjSqTVeX2426fMjNbm1dKRfPRuja/NSjUGBB3TJdXHnQGTWCHM0TpKIWBawY7SRmNGpLUkDhhoACgakoCdwuenA1Y6yyYM+AwOSw2t93pMWsB3yq+w2WorMyvqiqEjQwB66DZRD1aLifZUp8JU68BwHFOU842UmGRxObtJVpln67LDIaaXeJhJBKMxoQqKeMygQ2XkyJ/PDBtxm3B3PxUORotq0J4wkBJEZhNoLY/J+7NDvNVIrPPkSLhWQOeXoMGNrS2u0MxndWjIC3NfYbkVDS1DhxjDmYX1jZ37z8UkSpK65vgANJgFslVQrkUAC1UsNkjcG1ge5E0hAtlAKAzJOnwq1q9Ji4AAqMi0R/r9Esu0MFFPLgvwqZOkypvyI3pUKvLEoyGjFab1emxu4ICsUZvdCnUOuC9TKkVyxXwm4sVIrZjr14i1QnVBjVhM2itjMJsxDxBS26l3FnYZeBNtyx//aGXD4CWbN6/bPOR5S98lYzgCysZkf+7Skbz5VWyp76wLluI4+cT51YSnS83oP8sUPcXHfnx5Ln10+9/6oz9SXT+N4A+X4jj831HP9t/lo6f1pl0Bn2065czVhJygGbTNgDQ2786+fGBX9/ccejhDRuvvXf6yGkj+13TVtE37i9hBl3ZvbJbbm5ZaMKNozrHtHridJfG8JChVVlZytISNC9P2NHfXVGtaG8zF5WoirowDT3ihVXBHv2bxl415u0P3hwzYcjCFXca7EiPAeGmXs7a7tYrJtbWNNlRHeLNFLT0CbX3yykqg79bLBgy5RV647n2SLYFZ9j0DMaJ+7Jt0QKXL8ZYvbjJpQ7lmm0BrgmszuxV2YO4Jwp/7ITNa9NbTIzNRhhoNjaq5gFGwUGbbLjelCj5b+AZLRn5pUx9ize/Qlfd4o6W4I5MBeNVqnVsbbk0QYoaV2l1OE8iADp7QiGSYQD6jM0EzhdnlPYADaZejvODcU9RZWFBWUlDc1eMVJssRCBkj8a8breRopQEpTAmHDQAWmNQKiipUJkOgMYMKnbNSyJ8wdEZKA/i0oe1iZL5wGXKRIIA01yIwOlzZIjSwMy6woxGJ6Xter5S0WfocIPXe/2MO3V+J5Ppzq0t42kl3hwfYccHjBnEuM2IOANldPaA3+ZjWyUiPBGSLmruN3jMdVO1VlfrgGH3LnqIsLvEWjK/rNrm9msIXeL5QyOQs+6Y8/JgkOEi4T6hSNRO0uiUOSUxoDDwGoisTpSQhg1utpN7MuDC6KrESkI00erQ5Xc4fXb4Fi6/2+Fxm2xOnDLJlXRKmiKvoKa+a2+DyQ0/vRLV4jQB9wCtSYaaJaQN1zn0MkqTplZond5gl2ZTblPvq+fMWf3p8tcOz39u95x12+eu2fngql3JCOa0aNOBc+qhDf9ZJSOYU/KRnJKRyik5GHJpSvbUF9ZlA3Sypz6/s77cgD7TFJ/SVz+fvCgl0flPTF8UoD/78pdP952lYyCWzrBxBqCBzh/u/PmMYkm/fLj3x9PV7Li1gm/vOLx87dorpl815LrOYTe1Nw/PL2n1a22pOZW+7n1ro0WBzlE9Zs6/pf+IhvkLJ44bWzJyeLy4WNLW01zfSI0ZVdDWPRDO0UYLrcXV2Y1tjQjC79NvyODhwzqHtt49e+zwK0tbO93t/f3t/YItvf2tfYM9OjNdYV5WAe4LEVYHFs92lXeJ5RW5wjFjKNsKQHQEmawSf0VDTmldNLvYG86xmDxgnMVWv9aVSTEuOTDaGaZMbhIeoi0uVzQnPzM7xkZ1CQlpQkFOr8Fg1thdqNuvNVl5Dp8gv4wqqzNag2m2sMAalFIOEQBagQtxWmu0MQBo4FS8oKC8poZizDKNBs4MbAJ20Da1VJsGDlpvI0xOI9wJfGF/NB6y2CiKVsHo8ZhMJlyjFUsVGQBouAaUUYGJBi7DtlavBCvNpQ8Dv4DLDr8dRFt0ADIOzTozBeJqccBOFaZAUhEVKmKsbOXVdDHiDjt4SqktFKA9djmDewojIj07gak0qwNFPnvUjEgQzIz54sF4ab4/lqXWUSINSlitAo1m8u23R8vLkIwMeyTatU8/kIo2+yI5XC0OxmaBZwIVweZ6c7ELcNBcZAPhsVYaPoUy43orLU3UTuK+CGzAS9jJpXOcBvTpDocaQh3JzvQE3Toj7fR69CYrpbcXFtczBn+P9uGDBl7l8+bIZLjZ4nC4nGIlX6pNEWMIblY5I053zO/Jyypv7zFkyq1t426ZMm/tgk3bFzy/a866z+dt2rVg/Z5ZT3+WjGZOi587eE4t3fifVTKaOSUfySkZzZySz3BpSj7zhZUA9K+//82RS7O7kE6craRi01zB0lOAPo3pU7BOpvCFxQE6efz6Jxa7f3889N2Jg9+fYLOqzxwTjP4bgP5Duw6dOB+gOZ1JZw7QbMXR04Dmqtnt/v7DXd9/sPO7D3d/88Hug4uffqLniB5dehdUdWQFyvHcOlvbkLKWvmXdO7pcfePIKdOvGDG+96QpHeGItLhIOXx4dkm5srIWjcbTe7R7ysp10XzUG8Ua2sp1Jn1t1/bK+rZ75s6betdNix+5s6abu7kjOPCKYps/3R0W9RqY06XR7s+SldbYy2tCFTWxvp2NQ0e0d+9ZXlYb9WQaCHBaJF/v0oTzLFlFNn+Mtvk1Yi0iQhHCLGJcStTAw00igxsjLYSaom3ecHltU2VDoyvgAd9HMlpcr8jJ81sdaGaUKav0OjxikQwx2JCSGgP76d1cnpgGN/FJo9xop7Tg1wSpqA7VW/WNrd3a+vTA9WSKIAVnULDPcDHZJT5Xpg5jxM6QgbZqBYoMyogFwg6X1wRyeoyAaaEYEUlTcZ0MpaRKQnQK0HwlwVYR4iK23MQaXKHRwYBF5VbfAaZBbAUoiw4ADTvZQkUaKWMmCVquQFNIg1AgR3JLs9KkGWCQFbQmt6YIs5NaG2GLOuUGlcGrR8QIbtFag1bMiGsZPJIfD+fG2RYtanl2efGMeXOQDEREaIxeN8Lngw1PlcjkGJkulIiVSrvXHYplMnYmUY5DBpeXIUmHm0SqMAUumC2flMhFCWT54eYBFyxPrCSEDXgJOzlAc4l3ZwIaKB8vjHkzvRoSdwfCJrvXE8iZdO3tdV37F5e1en3FGOkGQ63U6tRaSqFV4UaFGEsTawWoQaug1KlKiZimjbHCGx98ZtZT78xdt+3elR/NWffpii2HH3n9qwfX7ExG86IN+xdt/HLJpoNLntt/1rh0EwvKZRv3L/uPjQ+BWV7/ZfKYfCQ3LgazvHZP8ph8hksbk8984RH5/feTv7P//c2RZfRF6cy60n+udjn2+4+//JGH992xXxOY/pVrDpDcpfDf9ioEH508cv1T/v545Ntjh747lij2f+Z4gguYJNI8WFKzmE7U5eAwfZb2HDnxRaKl9/ZDJ7YdPP75ATDOR88ENJddd6Z2HP794E8ntx88+dan372z7Zu3tx18/eOd727f8/K7H3599NiaF5/rHDWg/+ieE6ePGHNdx+gpvfOqXRWNma0dpb06K3p3lg0f1TBkeG1dvbdPR3YkS17bYB05rrSph6OgUl1YofRlIdECEWFCjC5pVnFI77D3Gz3m3b27V2x8Gtx3NN/uyiTcUTxaYAlm04E4WdjFVdUtFC3Ud2mMlFSHJ14/lHEoO4Y0NrSVAgSD2VZHUMdXIqQ148obes9cNLF7Z07f4ZVyEglkG26975qx1wxzhK2YmTD7vTfcPjurpOmWexc09ewUqVVOnyueG3Z59DnZNo9LWd0lkJert1l5/qAkEJJW1lorqm3lNQ67T47TPFIvl8h5peVF6zeumXTdlc6ghXFQzb0aqpvK1RS7UrGsLm50q+1BHK7f7FNgRp6CRNR0KmEWUyaFxaVzB81Ov1Fv0WpIiRITqgiuHh5fRYo1OjlYY7PLbLCaNaRWIBcA9Txhd2l1CbDY5rUCNMFNwza3aIUDH+eyZVqxRAWun9FbUZ4U0erlvqjT5DIk2rJIgf4SrZgPLhYHa68WqpQqClfTqC1gdwWd8HauurQSV6aI01ADpiBVIo1EqBaLUalUq5SgCpFalkCzt765aeS4K3p09KGMhhR+ht7CiFXsNCZh1GIGDdxO4NbClUyCK4Tr5LZlp5YUwpFwa1EnVlrCHrjBiBMFow1OvYyUyWmFM+pV6XUpElVmfiUiwK6+cVZr37F55d29meXuzBJXqMAWyEVSJITJTpgpOCFu1JncDhWNpSmE9qzMvuOuvnvp85u2Hn/2vZ8fXPv50lf3LNi8/b5nP3z0rW/ZwMWGg4s3wrh/7pqds1duW7Lhyyde+3bZcweWPbd/+aYDyzftf3jjgYf/W8el675cun7vf25csmbPkrW7k8eFz+5cuOqL5BFJkPci/kuOe1xYZ6L5+C9/MvqvgGYFe0DJaP63gD6nkvtdXVjJTbP+QHZiEvLfAPrUUsNzAvqP4MZ5AP3+9u/e2Hro5fcOP//m3s1v73rp/e0Pr1o7cerUm+6868m1a55dv3r+0nk33319j/5dG3qW33DnlfVthV17FPbsV97QHMkp0NfWu8aP7zrt5s677xnRrS1Y1dXR1jezqsnSpclQ2US5o0goF/FEUyIFZFOfLtWt9cOnXL1446pR066JFGSWdMkp7BLzZdsYp4ayyCN5tl4Dav3ZuuqWKG7O0DukzX3KM+TI2GsGucJ6uABniNY7FKFcYzhfl1tpauyT2TYwJ5RPgoO2BfC67qX+LI+cUGImPWVzDb1y2sCx0+6Z/+hbn+wwuTw5hdkev62tvcpulfndsrbmWEmh0e0WFhTQ0Zg6Jw9nLCmBTLXFARZVZrUTcoXAZGKGjxxS3bUsVhiMFQVAbE1RpxYuxhdjfDFDrNieXWYP5+sDOVSkUA/yxSlULyTNKr2NjXeD0QbXLEV5Yk0aV4GPrYqnTAc7ydhMOpNJjqJcRXwuPgtoBhbDCGYZdgL4wH6CIVUlogdslINSIGyDbLbACE+GAOsVuDhdwqZjy7T8RFMrNiuZ7SpLM1IVrtSS4PqDsUB2UdzqscBHsIluDM4FuOGc3DweN0uZmNaTqMGsmxi4iYXjWcGsLDVB8KVi2mwQKVn+gvEH18wdLE8kaHOkFiZK9UtOFeXgkqBhJ5fvwdXAg4/zRN2pihStHdN7bYhIJEDpux5ckVfZnlPeKtTYFDpPVklXhKcx+XIxc1DDBJSUVUWRGE2gelqOA+m1jNcWryqt7t1v5Wt77vvXO5Nnr580Z82dj72+8sOvVn/606zVn8x5dvvsZ3bMXb172eYjj73yzcObDy1at3vus9uByyyaE/rXxv9eLV+39z+qpWt2n1OLn/3inPoH0H8oue0s6PD3xy8W0DuP/PrFkd/+yujE9OB5AP3p3qNvbD2ydffxLVu/XrHq1VUvvbNi9Tp42h04atyQ0VcOGz3urpkzN7y4YeljCydNHX/tLeMXPXJvrNhZUOZcuHTqzDlX+sMyiw0ZOrxs4OCivGIyp5hoag/0HZI77tq6YeNLcsuVHcP8rf287ojCGaEziyM1fdomzLi536QR8ZLY7Pl3P/zUwvoeFRYv3tijfNw1g/oNbRxxVTtuTmvrX17bPXf8lIE1LflGF1pen9s5vA0ADb61tC6SW+HUO/m2kKyoxgUeFjeJdFYNYdQIFQBHxhH2ywjqtvuXjr7mVkSgmLV4MSJMK60pyhAiDidGEIjdxu/eklVRbo/HsYYGT3Yu5vEJCRrxBOQmm1hnENkcpBaTS6Viu9NidRs8EUtmnsfi1cnxDMIkBxfPuFSkReKJ0t4sPW2X6GxiVwSzBdVgorUGkdYgwwxsb1bKrCWMKnDNEjRdRYkA0H+satHKSEan1ZEihQzTY4zdAMYZN2A6M2V0MOA3AW3AUJESrLcSdnLBATgApVWJKtIiYLHdb/JF3RqdUqTKMLv1Eg1bxVSKisAjO3weq8urwiiJkq3pHMjy55flgYkGQHN+li2Mdx5AKzE1ShFipRxEMgxIjqoVWhW4b7gegSKDrRuVmCTkohZcoPm0xImST5yzBnZzVaThMC6P0B/3ZVfGEWWKxqwrrKuLFFf2HnqlzhEL5tU29RllCxUiqYpYaUO4oLrn4HFAap6CkGhR0qxXkgQi4AOg42VFFS31meVVgeL2W+Y9P23BpgHXzbt2zlNj7lo+5q4Vqz74bunmAwvW71m4dvfy5w8++fr3oKUbvpz9xCccmv/7Af3w+i8vi5LRzGnZ2j3n1JJVO8+piwZ0cu7dhXWxgE7u831p3b6TEXwJOt1k9u8DetdXvwGg/8roExcA9I6Dv23d9ct3v518d9v3U+9ZvPDx1a988OldD8wfOvaawSMnNXXv17tzyLwlS9Y+v3bGg3cPHNNR3b3kqhuGLn18xoJlU8dObG7tFamqsQTD4vwSMhiVZeaoCsrp2mbP8PFVo66qrW91ltZqeg4MhvO1/lxTYV1BqCQerM635wXipdGWXrVjrxkyaGyfrEI3YZLa/WRuqfemu8a0dpbdcPsYxqUEHLf1qwXT6o2aQZ4I4840uDJ1/jgD7tUXo1EDr6QmDqgCBABE9BZTbllprKhQjGLDxk+es+xxdzz7zU8+VNLKyoYikw3LyrZ6PAoCRwoLmC5d7LW1zpbWcGZU6XTzispMJRU2q1MmVSAEJWWMBI5rCUprcugArNxCRKCzDGNXKpo9GNxUiqrDZfVZjhBJWsS2AGb1a9R0ht4OtwoVzqh1Fgy4afEYYEOjk4pUbOfDhOdlPSZwU6HVCOXSzJzMeGHMGXAgaQiH47rm2tySHF/EiybKdXLZadxaDzZvmm3/KoXzoLQCeJ0hTUUECGyL1TyudBHBEKFY1JeZqSFooUwpUcngBgB0pi06LrOCW/xyPkCni3iEgU5kKGIWl8vp97NNDtMRVIfCwfBxfDkbdeHozOVHSxMLUricDa7SEzevCB8kOVUSGp4G4ACLz7xi9cMiUooIU2Pl5ZZgViCvHElX0c6swpr2PsMmLHliPeONhvKrKHs4XtaVtHjVtI4w0QDoDJkUZXSRorzc6lJPTn59nytbh90296m3V2z+fMxti6+f+9SKF7fdumTzY68eevTlr5Y/f2DJhr1LN+175KUjj7xweNnGfSueO3Baj2z679WKDfsui5LRfGE9tHrXOfVfB+jkvI5LmzxMpu0l6BIAvftrtkDSmYBm16ccOHE+QH+088fXPzy099uTr390+KYZix56ev17O/Y+9MSz4665Zdrtc2+5fd7Ea28ZOXbCkFEjRl416tqbJw0Y3WfkpP6Dx7Q0tsU6BpXMmDXypuk9cws0DS2umq6OogqjOyjV21KCMW1Frbuizppfoeo3PCtWQniyiECeW2XRYD49E7FY/PqG7mX9R7TnV2Wa3HhuWaioMqqm0u+df93mNx9v6lW8evOK22deJ1QhtS1lwOg0CQJW2uTWonohkLqqqTCU40D4CNhDtqyPWqs32z3BTH8W8DqIGU16p7t7Z6feZWvpbFMzMp1V4fDTUhVSUx+QyRGjCSkrt7S2Rxq7+V0evicg7tk3r74xbHcDrhCNVmB3MFarGQBt9xoUBE9FCSxe0h6gXWEGBNcDIC6oDHdpzIN7hori4UYJXBvs11lQzKBiy0kbtYyDNrsZnYUAgKYIEaC2K2S1eIyso1TJJCoFjMBlcM2heBBgF4wFAHZlNaUEg9c0VZucRs6TyhNZ0kBqMLBw5kDMbfdbAJSAS0C2kpABmsHYnhPQcpSNCHMw5VKV4SMAoOcDNMJLNTls4MF1JsbkcJidTplGhaQilImNBQuVPLY41KmOVqfnBjlGc7OC3JpvzjJLE8tYuBH2GJx6wo77C0LdB/bpN2Zkhlpr9EVlpI2n0hu9cV9OaTC/YtC4a6SkOVZW58oqvOuBhbTdhjIkqqdJs4l2WPROqzXk9ufl59f2ffBfry54csuoGx8cMOmu2n7juw64dtYjr9zwwIY5T328YvP+5c99uWT9Lhgff+kw6F/PHwQ9+tx/u5I99aUpGcEXVnLQg9NFAzo5iHFhXSyg2R7h51Iygi+sZNpeWN/88Guyvvrx10sA9K6vT/6V0ewawvMBeteRk699sJ9NiN5z7Lk3t7352Z4tH2+fMXfx3IeeGjNh+tWT73hm9Qvrnnthxv33goN+/o31dz54a88hzZ0juk27a/TgkZWhLFlxGT7+qmqbB8nKVVfU2qsafCVV7uxCS1YOE8vX9RoQGjGhOLeUsvjlWos4VY2Y45bs2nisNMCTswX4XVHG4EDVOqEraMgu9naOaHxuy6Nl9dFeg+opizpDhpTW5gKdxZoUOZ4mQRHKoowW+ELZXtpKJtZza0XwEI6ZzPaQzmjniWVCpdrodoXy4vCXjJoIRIKYg6Qri+7et9rsULb3ytegiIFB8gvounpveZXdbE93+yVdasGWGS0OOVsnmlZYrDStJyQyocGKAZHdmUb4XJtf19BWXt2tCK4WqA2e2h+z6+1asSYNXLbBgfmidq4Sv0wrBnRy5UnZoC0m4cnSgNehbD+YWUyPsQ2wlVKpGsysmkt/BpfqCbuB130H9SmsKGhqb7T7bKcByqVLgw81uQylNQWxwghwGc7vDjucQRtpYvvJJvysVENq2RCH263CSIkKrDfbJUuWWH7NrUiEl4DL8wGaJxEwNovBapaqwX2rZBrW5osUEvip4QK4JgOca4Y3glnmoH/q7X/4aI7UsJOfqNYPn8hldhvdpoLaQlvUmaIQEg4rksEDE13T1m/CTXd07z/CHIjlVzchacJYWXWXlp79Rk2IFJbqHDatkaYsZqvPa3DZ1HqctNLeeByR6vNqOle+/Oljm941hcsQMW3OrNTY8puH3jJ51pplm3Y+/sqhf72w75EXDz76wsFlG/Y8svkQ6LHn/9uV7KkvTckI5pQcDOGUHPTg9A+g/1DyGdiTnFqpeA5An1mG9AxA7/nm5K6zGc0WSzofoA/9dPLj3T9v3X0U3rjj8IlXP9qx8LFnJt5085rNW/oNGdu737C1m144/N1X737yxrqXV77+0ebp991419zbZi++dfrdY0aMre0YnFvXzeIMIBYX4vCmxwuIjoHl114/eMSY9rqu+eVV/tIaqltvZ32rt+fg0uL6MOVWGoIEn0jJLHSU1kXrWgvdEVpDCwB8E64bVdNc3K13SXlDpLo5r3N4d7NbV1abz5IrYtEaJMBEMNQ6q8YbcQBf4Em8oqa+orpbXlGt21dgtER0jFOBEgBojZ5GxGnpivSqlkoFLQ4X2aUkYg9TeWXe0i5Op1eUV8SEs7SBTHVhqdnuFunNad6QSm/i6xih0aKkDSoCXCeqEEoyUEpqdGGOoB4ss9lDldTkFFXFUb00lONyBk02n8ERMFo8BsZB+bNcgE5ucSBnMM/EXyJzw2RxmxMVO9kKeTKNQigH1ynSmSlfxAvoHDRyIBx50203du/dkluSw60q5BYWcoSFEwLocYbtVAsERBPl/OGzxGwGhUxDadjyzRoFO0mo10nVaiUGdGZrNKsSc4xwKs5Kcy/PCWi+VKjCteDu00UCoVzOl0p5EpESU8M/sbGRRONz7qtJTzWHPc1o7iScuLAMt7AQPhS+IzszacRdUZdQK0FEKe6sMGY2C9SYPRRbsXKdL16A8MUpEkVBVZ3O7i6u7VrZ1DZr0RI5RegcFrjjkhYzaWZMXrs14NC7HGOuvW3g2Gmxsha5wUc5YqGChuyytvza/ldMW3TPitcefXH3Iy/s/tfmPU+9euTpl79avm7345sPJ+lgQsn7/zeV7KkvTclo5pQcDLlwSOQfQF9WQH91DDi7m2X03wP0vmOf7PkJ9P6OH9/b/sPzb+24dfaSfqPGDxwzdtmTT98y494777tv6aNL5y+7/45Z1982e/KMBdMmTL3yypvGP7Ds7ifXz5t6x8DmnoHOYbFbZ/Secf+g9r6Z3rC0pNIxamzP0WP79urTtWNAXd9BOY09bEVVdH17KJBPEQ6hJ9cgwhHMIogV25v7lPrjTLoUCec62/s1AfXUdHq8xJEqRgJxG5KBhHN8lJlt3Z2wqChuhMd5AVuImUC9ocig4Vc88sT6m2+bW17Zy2jJisSLiyuqjE43IsiIFWeBd7YEGUSE0B653qsQaJHimky7T55XYuzTr8QTVGIkklds8gTVSi1idcqUKIISqQBonJTKlTwNKkdxOaqTwGWAf/dETPaAAdCMGxVA6mi+n22sxUckGj5gS6Tig7s0OY0ALG4FIJsVlyjzxsWRAcFAZ8BW4pFfmjC2ygxJhjzRgxWOgU8ZOmYIsGz548tuuOV6brYQ3gI+Gs4JXpVL7ZAkCnvCaPVYsoviDr8dTsXYGQWmwGh2XTtAP1EpFBy1XEPi8BFwDVwIm7O0kkRmyPkAjfBSAc1pQj4wmjIaVTieIRZKVLIUQQr4YnggQGl2plF6qkwdR2e4trMEVw5fAU7OAZqtVYJKeQr4vZCs0mz2d8M1Vr+vorGbPRDBTLbpM+61BkI6m0Oh02kZo5QgeAoVX61OkYrNfjccKdKo1ToiXpwXKYzJSW15Q7stVGwJ5OscUSnhjBY0tPQeGy1uXfvGnk1bv17z1oFFaz5e9OzWla8dXvf2D0++eDYHE/oH0P8FgOayobnt387Yebp11g8n/tjglrEkR58vrGSqXhqgz6kjP5z45qeTX/30x3LwU6Rm1xZymD5LX37DpdmxmXZn6Y9aHInZQm65CrtiZc/POw4d/2Tvj9sPsqnQb3z81RMb3rz21rtLGxomXH/dE2ufWvrYwhtuu+q++VPvWzCl/xX1FS3xosbiqTNvXfT43M8PvHnXnHETb2ieMr3brff06T88Z8DwQl+mbOLk3nlFrle3rF2ydPb1N41q6RUur6N8WYKGHgFnRKq1IO44zvikWaU2dxS3BlTOEGbzYbRFZbDj7kxza7+qaKEd7KqSFCaWRMswg0akylAQAp4cEalTSRNbnkKmUWkpvScQf/SJTQ8/smnW7Meuuvr29j4D8ktL4eleQ+PBnAAiQDILgrhVzdMgOdUBY4Bq7qzxREijQxiJ6/0RQixHKAMvnKVHCcRkk2rwFLkKIXRi2qDE4HNxBc3AZymk2hSdVeWPWQHQBgdm8dBWrx5cvNXLEEYtG/9NMC5hSzE1qeZJeeBkE2vw+IA8g83gCXtMTpMv4qNMFLAJ9mtp8LM4fBFJot6b6lT5N0CeM+CIF8aCsQCg2ea1wgZIb6VliQpKCaSK4VMAynafHeQOesPxCG02oBSBpKUAmrU6EjaAsKmCdLDV7R1tw8cOC2T5gbBwHkAnIB4+EbY5XgP9AaOJZTKMVC0H950q4EnVSqAzkpoKPzXz/7H3HmBO1Nsf92zJpvdkkkmZ9N572WyS3Wzvhd1lC3WXKh2UIkVQsaEoigUVe1dAkGZHaYqKvXekVxtgwX3PzCAXDXIvXO/9v8/73n2+zzyT2clkJrCf33fOnN85Zj18KFwm2GeVEVORucmc31tzwQk7Aw7YAlyGX1EVU+FTqDCIiCx3R7hvhYgIgEjYBSJGPq8gl0unC7h8TI7pDLjVxhCIGCIxWyzloFIBJhcqFRK1Cu6ETD4XF5NGM6n+PYPMHjcXFUdK4l3Dh5p9kbr2HpXZm65uUxj8LZ1jUJVfjPu3fXpk5dbPHnnuveUbv1i5acfDz3726PNfrd56ZPlLB7K0D/TkxkNnVDY6z67sI5z9ONlIPbuyo8znp2wEU8qOPv+XYtD/aUBnJ+RRyqbteYgA9NGTgD5txsr5AJp6VHiS0acmfO84+sGOb1/7cNfrHx1+76tfPt/Xt/94387vft767rsvvLrxmU1PX7VoTk1rIprRJauNFW2ufj0lHaO6L14wz5t0VbQWtg1NjJtR2zrI0dhhXPP8NZctGFBeZ0xmDE6vbEhv07QZYwDQiYyiqcPa3OVMVyk6h8XzBIjShOjdrGi5wRmX2YISVxhzBlVml9Lm0wcTLpVJwJYSXQRRnKj3ZnYbbD4zcNDi0UrVPJYoDxwr8IUl4BltzvKapnC8rLyq/1UL7lx82wPlNfVKnZpK2g0UelsHN6vMSpowT6zlSI38SGW4eXBDLOPwBNVgmekcRG8RhuJGu0uuUDO0Bh6K5Utk+QBoTMkVSegSlK3WiVE1my1BMD3f5tfo7JjSKIaBBDfLtFYlWHtwlDyUuNmnbLJCpzA7rQJUBJYTLC0RMeDRwXsieYgvEgjGwyaHBRhtcpqoup00Tj7AkUOWfIODUJkP8CtX0AmiqnMECwOAP3jp8NvB9sLbYRgAYVoM4MsScIgCe2IhQssD54vkIoBpjckglInhEyPJCJKPwPH9MV99a10oEcxn58HJAElhnKAgCx8Hh4WNRJOtPASOwOBxgO9kNTtBAYwImAw2wqURqEXZ1KNIahINm+yUqNQrqKh0NBVp6WyGT4F1OHPYDpdATV6nZkISMyfFLPDRBKA5+flcBlPE58lgMJYBrBlCHkss4EhFsEWASURKVKySmX0uFiqyBjwldVV6hx3VqPxFoWRVmd7lwwxOJJedKG9E1a5QosHqynT3Tr9s8QMPPvPaxo8OvPzB4bXbdq3eumftKwfXvHoYTPSKlw/+UbDlL8GaRfN/ouwjnP042Qg+u7JRe37KRvP/TwGd/cTvPHTwh18JQB89B0CTedCndDLlDnSy3OhpgCYY/c2PP/T17f6+7+tDfZ/s7tv67oG1G99bfO+joy68cNz0yb3jh0yeOWLavBEdw4pL6s0A6MZByXRz+bCLJoRLI3c+tujV91fOv2G4J0bvP9QVTXOLytDWAcFwkbKixmuxSydOGfLsi49kKvSZGlUkLbzh9lGuGDNRqQgnpSiOFFYbfGnMGZU4Q6jVhxocKDhTW9CYKPPrHSjYZ4YgJ4dJFH+Av3MUFwOmidpmGIeHEg+gwNBZ3c7qxsZwLGl3hWfPu3bpfY+ECiMAILibzmMT9SJi6ZjarGNKOJgJE2jFQr2cJmUBsBx+sIoygYxu82oVOmFuAaLSChU4V65iK3GuSgOkBj+Xj8pZerNMqmKxxIgUZxucBJ3lOoHKJJFp+QI5ky9jEDX4USb1PBCcPnw0jU1Ufctj0vhSoUyNKbQqlR432EzgaosyKX80CP6aKWB6wu7iqmSqIpHHyqXyHKjYBSCPitiCfQaoAZQB0HqbLpEprGmuVhvVNo8DRiBUJYeDy3EFuaJU6nQMHg+WGpMpnk56w8F8VkEBh0GxGA4IfK+oLy8siVOzxuGwfDIzBPwvn5xCQjXZgi8NzLLaQFRqBdDnMZmoSpWpqtBbjcmyJJyzzobDYEnlU8NxAO5URBuuAmxyeV3ZkJGD48UxuBAqyANXEYj7wU3DOhWooZNtveBLANE4NPi6KMEwQ0TkBRwY23gSAQxvRPRcIdLYjXQxX6pVGD0OuU6rNpusARdm1FoDEW9hcbKmaeyMebglykMdXLGrMNNZ1j5s+oIld63csHTFxruefGXZhi+Wv7TjzuXvrdp0cNXGwys3na6DpP608aSykXp2ZaP57IDOfjx4dmWj9vyU/Xjwb35ImJ1Id3b9/Ashav3X0zb+XYDOzpg+v7zpM+rQjyfOFdBfHTzx5T/0j86EVCT6JKN/Lzr64c6jW979DARWesfhPip+/frHOx55as2aF1+YNm/6lJljL758bEVz0BoUpOvtzUNKUYvmpofuu3rJwkX3XD1scnNDt6+6zXjFDd1ldYrWAc5MrS5eom7pH40mdEarsKTcESuSN3e4Khpwkwe56/Gp6Wp5cYUykpQkqnB/sdwRERrdHJWJgWoZUpyL6oR6h1xhEBDl6Nw63EzUR6YMGgECBV+hJ6wrMEKIESWYHX7HiAtG+0Lh4oqKzsHdzqBNpGCbXLjJpXX6HFyhoKy6TogpFWZ9v56BXLVC47WrLXgsFfJHvFaXORD1WVwGTCW2OXVSjA2YNpilOqMYTLRMwdSbJJ6AXq7h8mT5qIajtaEKgwjorLHKyKaF+RwJjSstIAtDc6iG30SLQtLP8iQigtT5hCEFWOsshlxGwbgpk+ZdOd/pdwMNtVY1XAhCQ2jcXBbZEJYKWLPI6kJwscA+WDe7TGCfgbDJsqLW7n5gmS+ZP69z8MBALAJmHNy6wWbBNBoiFpFP5wgldA7fYLPpLCY6l6kyEOX/4V3wHWaqS5atfuKhZQ+CvQW8gs/FtESdI/DRwFbCVtMRuUbGlXDhhJGCfJPDVtvciBuNwGg4Wg49L1OdgaHC5NKrTQogO5wS/LvA6YGPpirtwWHBLINVB9fMI1tkUWX+qTk41DAAS6pbOYNLh7sctoDIAylgEwXwmDyirQyLT9ZXEhF+nC8hvhOBUlog5nDlIr4C5UglCoNeZdHlcJl8hYolU0sN5mhZXXHtwEGj5hWVDkZyla3DJrWOmjRg4sxJl99888PPr9r45dotex599uvVWw6v3vztU1tO12HQqs1Hzqgsu/03KzvocXZl52mcn7Kjz39zDDobwWfXfxrQf6VsT30eOnz0t78L0J/vJ3SS0ae6Xu069u1vfV8dOvbhzuPvfHEM9M23ffuP9X2y89A7n34154qrhozoGTyyC1xtKGXpHtVw4bxxR/pO3L7s8UhF0exrp02cPbh/b6K8Wd893K8wIiMmplxhZqoCF6BI/wFF8aRh6syBpZWGinq9yYXMnN9s9iLtgx3tnY5UmSxUgnrSEkeYZ7AzlEa60sQlZgMaJROmj2zqrCCeFip5BOAK4I9chptwcJ3w500mFytVRhmAGAwsYNEdtIvlQthTouIGEjaTGzM6sOrGUgkqlSv16dIGX7RkypzLL1m4CGFwVE5n79gx4Gdz6LQCDkskR51+r8vvBkagmEBnktmduNkm1xoEBrPYG9CCO1cbRWIVE8YMALTaLDa5lVYfjun5AowBNl+kZMGZCDEWnAwxpVtcoNSptWajUqdR6bXAYofPZXE5kqUlhcXFYyZNGNg7FGwvGFumsECs5IANZ4mI8m/UgzUq0EEJLCc4TbDSwDvYDmAFyILrnDrr4tLqSvDjEoXcFwmV11ZX1NWlysoEUrlKZ5SpNKHCQnfQD18XkA4oSc0bBEZTDBWRlCR+RSMr0tERlGwIAJyFE8hj5WlMOgA0g8dJlWX0ViuSmwuAtrhsOquOKgbClRJVNajgjIDsOA5nCCMB9aiQyhIBcw10pqIr6O/dY6kwdE4BQmPlc+B9Eq4Y5QtQDl/EZgvpbB6dJSiA7UQFOwGTI2LwRUyumJnLyWdKeIBpWBbwYJBWidQYwioQaXVKu0vvCxdI1Gy5A9UVucLtBk9VUX1/pTuo9SfaRl405/r7r7xt1R2Pv/7C9u/XbD2yZst3a7Z8D1q99TtSR0DZaKaU7YXPrmwEU8rek1I2gs+u7KDH+SnbU1PKRvN5Ajo7iHF2/adDHNn5HpSyPfV56MixvnMFNJkHfUpEOgelLw4Qjb3/1Jnw493HP/jmwOsff/3aR/u2fXBwyzv73/r827c/P/TCK+/d/fDquVcumn3pVfMXLLho1kXDxg7uHtHeNLBfY8+Q0bNnVXe19EwaFCo1AaD79wad4dy2wc5p8xqFCqS8wagyIDffMa2k0hxLqTUG5IJJlaMmpo1uZMSkOF2AeHzI4J6gO8n3pMXuGN/iYRldPEeIyCl2hM3gnYHU5IM4YooHmLJUeaqstszogMMSdTiJxlFykozKAqGCBhTAtAJwuBYfVtUSN7qlDAESTrhxjWH6xVciOWIEEcyav3jgmKlKZ7B2AIwnlVqTNZYsKa9pUGqNqBI32ewMDhvXKq0Orcujs9gxoLPDjQXCulDciJuFcHClUaixSkGusMEXJ55hynUCmZaPangSNZwJC1w2R5rPEtHgDp0rFtO5bDChPaOGjZ4wpqqhDjAaTSaVOh1fKnYHvaU1GaNTQ+cjwGgiqksWr6BEZVNQQW3qCRuAFfDqCbvhq8hl5k6ePjVdXs6TSGCAwTRqs9Ous1iAyxW1jZFEWixX2b1ebzio0CngXXBwsLfAUDhIIlNYWBIHdMJLoHa6IkWchsOgtxHkBVeLktWUXAGPVImxBLyG1pYBPT3AaKFMCjcBcg3RiIvK76YQTwWgAe5AZzhP2AKfRSWfUE0GqNg6/Iqo7k8W5YCXBYw8JruAJ2SJpDwiSUbOF6NckZTDFdBPiSdk8ISwTwFgGmHlcmRCEYwNmJgrlfHkGFcuoUn4er9fYrYaQjF3qmrGVXdHyobq3E3uRLvM6i+Qq8yx9PBpl026dHH3mMvnLVr1xud967acGdB/9NT/UHbQ4+zKRjCl7D0pZQc9zq7soMf5KdtTU8oOelD6LwD6NxBRrfTX3/6bgM7e8zz07fFzBjQVpsjWlwdPMvoUoAlGE7XuDn2y58juH/oO/kyEOGCH1z/au2zt1glTr77m+vsXLnrgqmtvW3rfIyvWrFmxfs2KZ59+5Jnnnn1z++yFV1y7dEH78KpYmUZtQyyBnHQ12jrIVd1inDC9Nl4sGzS8KFIkMzloVid91ISKQSOis65o9hflucNIURG7rkkTLBVHKpXBlNTqZRucXEdI5Y6YzT5dIOEwudW4WSbEOLksBIgcTUWrG2tLKks9IR+AhpjrrObgFpHKzJXgeVwpYvMpYhlrSZ0nU+82+8QwSKgNUolENeeSm1LpVouzZN7Vdy2+d9UFs65p6R1XWtfWPnD4xfOuvuK6m0eOubC0qqEoXZYuLXO47L6gw+MzklEOodWB2pwynVmg0HPBQcu0XDDRwGWgcyjpIGYMmkSwBbaTDRKZ5GhBJ0ojifl8qRTJRfJZjEAsBLxj8rnA5VHjxwOj2UL4rZAIAqBMuDkAphMF6n4vncz5vYc3FZImiUn0oo0XxwJxPzE4oXyr200ENAoK8lksoUym0Go1RovB6njjnQ/mXXENXyJHcvKJMAWNCC9IVEQStNllAgpTlISPdvjtYMxzmTlisjwTbAdqw0dcs+jqR5981Oq2R5MJJD8XfLTWbGby+TASwKhj89qIfok6VKEnm2+RTQbAm8N7YQmnCiCGg8MHUbnbsE5dhYhM2WaQdaKJBEEek8tngWsWiDkCMazQQcBiauXUy98BXcCSkPENTCjFMdxsRbV6rgzlqRXzb7551sIb2keNFRm9Y2YuVtgqreGuafPv85XUutMlNd09Ey65duT0a5qHXjx1/kPrth5Yu/nw2s3frt78Hej0EMfvsP6zspF6dmWj+eyAzvbaZ1e2pz4/ZXtqStlBD0rnDmiKtr/8Xif6n+mvAH2cxPHpaCbVRxUd/eEYtfLPl/CWbBH1po/9XmP631kSDvo3oqL/D2SvrG/JDrNHft1z5JfdB3/adeinrCUA+gQVTf6Tvjrw25f7T4C+2Pfr53tPfLbn1093//LpnuM7v/sZAP3hzh/f/eqH7Z8eBnzvONL37hff3/XQ81/t/e3zncdXP/va85u2b9z21op1Tz++Zm3XqNHPvf7axVdfOnnO5LHThwyf2OCO8XxxbrJMJVEgqXJ1S6e3tdNXVII1tbkDEZEnIJg4rWH4uNTQMZH5N7Q3d2oqqsXlNdJ0PVbcpI2VyUyuAqU+R21mA+/AGotxrkjNUVlkmBFlillCpdge8IbiRXXNrbFksd5qJjIl3Bp3RK93CnlyRKZhEXXd8AK9U4xb+YEiY0lt0O638ARqVO6ZOfcWq7vU4EhufOuru1c+W93Vc/2S+7t7x3MkOhnuHj/liqkzFxZlWuy+wkC4MBILA6A1er5KyzRYeLieKZAgKA7YzZeowIRyVAahP2aLpjw6q1xtEigNHLmWLVUzpCoWqgavylNoRWD6tCacL2XnMRHcqDDatb6wd+S40XJckSorDsQDNA7RXFVv1+hsCq60gCdhsfiMAnY+WV2IzhYBr4FrRBVQ4gmniC/X4U3trfHiOFvM0FhUqEqOqlTgnRVaXCRHgf5g2OU4PmrcxERxKdAZ02iC8bDD7wAzS5bpEAGmlXqFzobDkkdWmwN7C7gEi00BlE82TKluqho4bCAMMOOmTCosTuUx6eDTAdMckcBoNwOgAetCjEeEOIQFdH4+MXhoJPmcHK1VDV84HF+ulcKvCnh5KC4WKfhEGJqJUFERKv2D6Iwl5fElPAA0XDWLm0/n5jDYCI2NCCVMnoQByIYlGdwgMA1fplQDrlnAELEwg9IVDmjtNp5SItar1S5n3YAB8drGApluw5s7r719XfOgORWt48FQ6wIRhSOgchZi9qTSUepLD6rvnrNm876nNh94avMh0CpKWw6AiNDHmUTt+a9r5cYDZ9TJz8rSyRySf1nLN+z9W/T4C7vPqEee/eaMOg9AUz/Uyu+8PqUsQP+VqOkqJ3W87w+itvxry6NHfzt67Fdqeezob8eOEuvknBeixjRw9o/1pk+u/8tLAtPfkgETIPWRHwhSH/qO6Amw9+Dx3YeO/3l58Cfw17uP9IF2Hf5t56ET3xz8lZheeOCX019+vf/Xr/YR1f2/3Hv8073fEtpzlGhmSNjqvo/2gE58sOunl97+6v1vDn/97fHtn3352ocfPrjiyX4DOp9Yu9wb8ZZWVmzetmnJ0uvLanyTpvWbe0VPKGzsHdYaDuMaLdIzLNnRFfB42G3tIZeP54sIS6rUHUPcQy/wtw4ylFTzIqm8mjZFR6+zZ2xhTbPV6Rc4/agniCt0fIGShTswvQe3BCyBZNQbj9n8EX8so9J79dYgks/NKWC6gi5MJ8rnIaGUBVUJjDa9SCaAP2a7z0aUghMzrD43ki+ZOmvxg8tfXLvhdSSf88BTa+ctvqFh6GAOqn1k5cscie3xVdsxfWbGvAcX3bXBHelX2zDYanFOmTqmvCZYXG7tHJQCJ+oNYkYr3+GTyVQ0nhjRGqVGq8IbsLd31RWwEYONK5bn5jMQBS7AVEKVRlJenRBI8kSyHJ4EMdjZYGeFkpxowq02yDANMItN5Oc5iIxmotCzhAunLZSwZQqhQo2K5eAqOQwe0aBWplWbPG62FK1vH9zU0RtJliO5uWoTWloTE8i5AF+5Rg40p1LuUDVaVFoklIlFcgmR4SfmgNEGh0uUwpCyWCI6R0InQxMEIgnDLiEC30BP3KwEyAI0I8lwTXM1LMNF4bKaqtrmZqffm0OngY8Gy0/lVADuwcW7QnZw0M6graG9OlOTRnGh2iRXGWUK/ckKJCIFly8DHDMDhW65Vgy3OyA6PxfOAXaA/algt8Gqg38sDdmbBoYoaglnxeAWEPWYODQAPVdMPHWA8ZhoXCvjeWLuipaKVF3aHnWonDqOUiIxaIsqa+9ftu72+1c/8uTmCdMWVraMYGLmWE0rag4ZA+XGQPWUeXesevmztZt3PPL0hys37Vj/2r7Vr+5dsXHnys17V285CFq35dAZtWbTgXPSUy/vO6NWbtz35KaTgvU/KXv/v9KTL+7+W7R8w+5lL/2lntiw6/EXdz72wjePPr8D9Mhz55Fmd4af8wT0aeo7Tadv/+ci6EygmdDxH0+uHKXqLp1ppiK1fg4ifTQA+luy5Onh73+lUqT3HjyaLcD0viO/7TncB9p96Dci6HHwZ2qS4ckYCPlyx76fv977E4gE9HeECED/QtCZ1Id7+r451vf2rm9f/3LXg+ueHjtr1oWXzV1819L5C69ecvdNc+ZNnT//svvuv6t3eEe61HXRjPaxE5ruXrrorjtuvHXxvNmzBvX0FA0YGGystwKjE2llUamytsXSc0F87EWpASMcpfXCYBIJJnNKakT1bYZkmdLsZLj8kmBUp7NJNA6ZzCzOFRCPB3P5DBGOR9JVI8bPnDTtyutuur935BTcQJTvAQTQeES6dE4BwhUKTDar0+uJFBXVtjZXNtWqzJbC0tZrFz/+1mf7X/3gC4TJjFSWWBM+c8RX2dp1+XV33Xrf+jseeGn5ui9WPr9ry/snxl18eyRWP3rU+Bmzx7uDcrUhp7rRHYmr1Vqa2cEFTIOhlisLtAaRHFwvynO6dQ4Pmig2GK1CkTTfYJIrVEK+gGF3agDZMhxxBbg9ozJ1jT6lpsBklYlQOqYVsMSIRM3Su1R6mw434QqNkiviYCoxKucCpuGWny8W8aVSngzloNJcHs8RTkyZtSBV2RGIVelsTlfQiNCIBrUASo0ZZ4tYRMBHwgHkmZxGKpDNJydh88gZ2CCiboaUBaDU2VQai0KqFhB9EWEsMWKAWkfAmsvMge85XZHqGNzfH/MRTWn5XJlaTc32Bp+u1GkA0IBIYDQ1CQUQrzTI/XGX3W8C7AKUxUoOjD1w98ND6eST0nyQ1aujNqI4kZIoxFiwIsQ4VJcsZpsIHAAAgABJREFUKuoCo6mInN4iI3uyMMnmMlSohwpewzCDKqUw3sA6bsddMYc36XIl3c6ER6KTMySCXA4vnKrEdO50RUdZ7cC2QRMuvHxR55hpnaNn1HSObx8+a9r8uxc/8ML8W558YM2bjz7/wfJNny3f+MWTm3es3Xbg+Td/2PDOT+u3HDij1m7ad05a/fKebD21cc/KjXue3HRSK8mXlJ46TdlvzNaqDbv+fa18adfyDTuXvXQGLX95F7XyxIZvHn9xx2MvfP3o81898ty5lxv9M5yJn38f0OevY8dPgI4fI/TT0ZMrsOU/Deh9h45la8/hn04C+vdJ4f8A9METpzpm7dj3K9Ui68u9PwOaP9l79GTz75P2ue/DvSc+3v/LxweOf3bk6FObt06+dN742RdfvfiGy66bP2ZS7213XvfoY/etW//kkjsXzLxkxHWLxk69uP/imy65956Fjz163cKFF4yfUD7lwqqxF5SWlKgqag2Zaryun3X4uKIpsypHTozXt+OFZUx7EPEX5heVSfwxvtaca3XxPQGV2iQQqBioSYQ7FI6Iw1sYsgdD5Q39Zs1fKJQZcKNXqbHTOQKwmXBDbXAqAQR0ToEUkyO5OQpcPXh4ry8eQQpyHKHw4FEzLph85cvbP3vy+c24243wmSqXId1UYQ6GZDr7lje/6h4x68gvffcse/OShSsSlUMvu+Lmrq4OnVnU0hkbPLwETL0vKDNaOOFCdaxIb3NJMHWBEifS72QY22xDy6s9VfVel0+u0fN9AZPZquQJaBKUIcFy1WQv2suvGQHjltbIVWv5chXXH7OJlAxgtEwvNNj1Vo9VZ9ZzhGyNHpPIOCxuLptHE6IiqRLjotJ8Hj9SUmoPFg0ZfXFD++j6luE0jojoaigvAK/qCjqpiYXUEz+gNqxwyOIYXLI+xqlUEMosKw2o1WswOjUAU0CqVC0yOLS+mLu5s4Fq4wJkz2PlIvkIoBApyM9jMvNZDFSlcPg8WrORyWeDWwdRDwaJetByLjHbXknUOGUK808XQ5BHCdOR8z/lQHMUBgaxkgefDm46WV4o18io/BxgtCfsBkwjeQjV/Yt6OkrV8SAl5YqI0qwgNsrjK4W4U+ModPuKw2q7Tmkx8DGFJ5qiceWBwsr2geMWLL5//CVXIxx5efuIYFnHjKvunnXNA1fc8uT4S5Zs+fC7l94//Ozb+9Zs27Vi09ePvfDlI8988dD6L7LRTGnd5v3npDUb92Zr9aa9qzbtBbdOaRX5ktLq05T9xmxl0/Y8dHZAU4w+BWiK0ecM6F/O8HPiH8pKs/srZaP2/HSutT7+zN9/qr8A9P7Dx7O198jP5wLoX7/c8wsR2ThJZ+KxIcnoEx/u/WX7l0e2f3Xww/3fbv9qx/otW558bv3tDy4dP33cgN7mEWP6D+1tu++BW5578bG580dOn9224IZRXV2pu++eP3/+0O4Bvsvmt155dUdvT2TU6HRNkyFdiZXWqjuGeC+YnB4xPtHSbSmtQ6PFrEiaXZgR+aI8jSlHb2GabCIJloeZ+GI9V6DmiHARn+jJJI6WlF527aIVa1+oqG8ju4Rg8OdKTNvTSwFAALUCFtNst4GJVmhxYPRVi67N1NVzxAaELr9+yYOL7npgzIwZDEzIVgsRfr7ebcdtjmhJTXVL76wr7v5kb98N96x77aO93UOGXTxr0oixTR1DEiWV+lhKWV3nN5p5AOJkxmR1CqUYIlfRHG4snXE3tSaKy+yFab3JxgMTnUg5o4V2Ndzjowwhith9osJiTe/oyubWqMbAcXk1Lp++rl+p3iFnihCmJB8Ah2kxlU7NE3MxjVQk53AFNLaQzpPy+HIxRyZmiMQau9vojk6ZecOsy++YPG0BQuPS2Dlgw+HeH2wsVckTEAY4BkajZHV/1u851FSWBcE7KauAlweUhO8KfDQxx0eYDxuJehokZAu4RBoMGFWtRUO2D1cGYhG1wQA+GgBtdTtlamU+HENC1MljCojjS8lK0PDNg5WWa6X5nBwal+rwkgNchuMDl0F8GSuXhQDBUVwI64BmkYJLVcKDs6WKU4N/p2a4ALIZZNMsyjifSgfkiDkMDlFaRIBKcrnMfD5TolMoHTq5Fc8Xsuxhf6auduLFs4JFpQZHGGFIBQrz3EV30GSGWx5e50o222ONCFPfMerSVRs/X7Jsy63LNt+95o0Vm7587u3DL7774wtvgY6t2/pnNJ+fsj01iAx871u15aSeIl9SWnOast+Yrade2v3va9XLu/8K0Cs27gZlM/p/gP5n+gtAZ/fHIltkEa1m95xqMksBmixJuutg384Dv4G+2X9ix74TRBfwPb99uefEpye5/A99tOeXj/b+9MnBX978+sCWD7/Y8M57r3z43jtffvDcK88tXnrtwlvmTJrWHU9aBvXUjpvU4fAKCtOy6XNaLpk34InlV86/sqN/l3nqjMz0mRWt/czN/Uz9uqxldYpUBVrdrGsb6GnqsAOsgcuwEZbxEnGwUGhxMW1uHrhUuZqudaLmgMYVtfqLPLaAHdUoXOFQ75hxT65/pqVrgC8SqW1ubO7fL1Od8Ua8RJ0gk05rNBB5C/mIzeMipjvnIdX9WoOJCrHadvnCW5sHDxk2ZSJfIzUEzHQ5o7p/jdZhaB00GMllL3t6a78hE5/a/PZdy55ceNO1Q3obOgYni6u01U3W8Rc2AaC1ek4qY40WaZxeqdbINFq5wOXOQamBPRlfWG5zC3ADDRhdmDInUnaLTSlXsgDQFfWeTJWlqETv8csA3/Eip9WpjqW9KpNIqGAKVYSx5RIBaDFbwOJLidt/iYIDFAOqMkQsrlwiwTVygy3T0NU5dDpTYMfwIKa1J4oLVXpJHptILqacsoTstAIgA+RRk1zAflL5zgyycL4Q44HhpbwteGcyDE1YYKC2xqJSGohKIKemMhLuWMROlCT1VjMAWiRHTQ6bHFexhVw5rhArqIJ2AmqKIJNsdIublXAoEENARI3hyNTzQCrSDR4Z8A1bSIjn8mUccmSSw0gAJ0mlFQKa4RyopGwqsiEg22XBtdA4+bnMXK5QwBOjbIGYxhewpagIx5lyKcLM5yklmFlDE3D0TgfC4kjURpHSmChvvHD+9XSlecWGt0bNuG7mgvsCme5B46+6/fHN85esuuTmZdfcs/6+Z95bs23Pys27H1j/6d0rP/wrQD+99eA5KRupa/9WQGcHPc5DT23c81eApoIwf2I06JwB/efwBvHzfxni+AlY/3Pfzz8R+uX4yRXY8p8GdHZ/LLJF1q9/BehTdP4joPs+3UVM8iZFApqk80d7j3984PjXP/z2+eGj7+/a9fGurz/b+8XrH25d8+LDIyY0XXHdmElT20Ejx9Y1tPpmX9r50BNzFi0eedGMytlzKydMiZRV8Vra1EOHen2B3M4hjro2TUWDqrrZUNVoTGQwd4htceenyhXeKNMTZgXiAm9YFC5UxoqMDi+ASFRUFejf0zxiUm/P2N5MXZkr7AunEp09g8vqq4x2cwGHkcekydQY3H2Dv+MI+DQmwxv2W1w2wLQnFBh6wXCrzyvXWZVG17xrrq/t33/UhROtUbct5mRjDA5GHzp+IEfGv+2++6fMufz2R5+8euldl9604LrFlxaXWwcOSwwfX5IqV1ndLIdLOm5Cp8MjcfklRG3rIk0koapqcDW2u+NphcMrAl7rLXQYWrwhmTeoNFpQmYIpVeYM6C1raguH4iqnG7W75P6gmSfK40nz6AJEpuUbPRqVkYi98iUCGouICVCBWqGKxxQzGGK2SI2prfZcvkyodultGYRusHvLJQqzXI3l0Imp29SUEMopU2l5VNyZQzaXIpLhtHIqmCvTSCQqIbhX+BSwzzKNCKw0UBKQSswikTDBOANw89l5gGmDXQ/DHlkPj5vHpAOg7V43yWiF2qChHj9SjAanTxpetpRsQM4S0QHNlKemKEwNDAgdbHUeABqsNIjKoQbXHCwMNPVvDCWCxGSWPAS2AK85ZOklSnBMqpA0MXHGYCRKyPJEXFQJFOYrtPkiKcLjGTwOZ8wvVKG+RBQz6HUOF8IUYGa3OZKS2oKPPrPtmjtWXHHLMk+qvyfd2X/M5UVNo+ONI5tGzZ2/dN1Tr+x66f1jL73/08b3f/0rQD/zyqFzUnbQA7R2y/7VW/Y/tfWkVpMvKa09TdlvzFZ20OM8tHrT3r8C9MrNe7MZDfo/BPQJUlnAPUf9YabiTydXYMt/GtBn1IHvTybhEXl4h38+E6AJ7djbB3Q+A6CJWMdxoPNHe4++tePw598e/2j/4dc/+/TNz97d8s6mB1cuXXDzxVfdOO65TXc8+/KSBx6/dNK05rYBwbGTK8AmD78gVNuMjp3knTI9nChG4sm8jg5TSZmgslFa1SJr7rR0DPE39fckSnC7l2O0F4QSYp0VATkDLF9EXJjWpksdwZjeFlBEim2usEFtQk0uvSvotHmtDr8d/BSs2H02k9MUSxW6Aj6BlAh3iFApT8wna2yKMY0SoRGViQQYypGgSH6BxmbPF3B8yZAr7tW4cKlRGExbh45ro4vymwe05gt41kgw2VzlK/FWt4SHjizpHBqoaNJ4wpyKOkfvyCatgWd3S10+NF1myVRaC4s1Nc22qia90ZFjdnAB0E6/wB0UGO0MnZmhNwmUOFOpo7cNSGYq7cGoOhTRGcxivRFlcBAANI2HiFVsnVOlNinAhIrlgDQGgIyNMrhyFg9jCxR8iRZVmHS4zREqrhOpfVK8UKKMJko6kRwunc3xhT1qo0pCFu8Hm0xZaeA14JjiNaDZ4jZTjxDht/BBIgXRWBYkVvJQXAiCLQDNYMInVgoAgtS74C3k9L8cGOToXDYwmicRGWwWuCmBgRA3ElXuQCwBh8amwxgJpCZeCon2gxRVT0XAKVEV8gRkC0Qu2cOFiImTlU5NTiOcJHwDlIOG7fBPRt0BUM8J2b9XQBXKhdFEEYbrWTyZUGEQYsYCgUKImz1FabZMJtWpYZiRG9RiXGH1+wQKVSBdjtn9QpOXp/Fg9mTz0OndYy4fNOHqSfPvGj7jxn6j53VNvgYA/djLX6x8ZS9gaMVLewDQZ9Qz2w6fk7KPQGnN1gOrXzmpNeRLSqfvc/rAkH0ESqfHrP8d/RWgweBTjD4FaIrR/wP0P9O5AZoKcZwF0CcIQJ8e4jgJ6JN0/mTvUaDzR/t++Gj/j5s/+PzWhx6dteCq65Zcv+jOBRNmDG3oiJTXm2pbzTUtxgHDwrUtlqb+zovntgzo9bZ1a2fMTc69InXRzGDvKHMwirhcyOAetyeCFFWw2wbZR4wrGTy8pLLOFYorvCFpICZV6RFMi1jcNFeAD+a0MGX2BNUiRa4zjDtDWr1DESpyF1cl7H4T8CVW7IeXeru6uqlq5rzZxRUVNBbP5vartJp8Jg38HTg7pCAXnLUj6GGKuPFMWqzChCq5Jx4cN2PCpEsma10qhIM0dRFdybt6myqaS50RD+42tI/p8mVsWgutpskULxFev2TkkJFJGhtpak0aLRLw9aEYDuY6mTEE42hti62lyw7GHzfQ9GY2DC2+KB83IUodYrIJTDYRbmSkyi3AbpsLDYYMKMaQK1mYmueLmqU40T2WhzGBj8QcPLUMzpmP8Rgieh44SykT1cs1ToPGYcMsdoSNtQ2ZOn/h48HC/oFYgxy3Ozxeu4doLSgk6xNRgKbm8gnILq5CstonDGbghSlW6mw4nZ8P3lmqFpA9v5nEXEcJUd2JKSQS2qiSGkBPMLNkzETC4LFUeq1UiRVwWGJMpreadRaTxmTgS4ka3ByRIIeeR2MzyQd3MiA1VYY0W1S5O6Cz1WNRkMWg4ZSA2vBBVCiDmiNDRWnAazPJySynHhVSJ6Yxa6rrG3RmJ1cII42JKdAiBVKdKzbwgskGtzeQKpJosEAyavG7PbEoW4o6YgkA9OApc+I1Xd1j506ce+uYmYurOqdUdE256s414y67Y/S8Jdc9+OKKrd+sfePQ2m2Hnn7j+2wUUspG8NmVfYR1v7P4bwH06SGR89ZTm/edHdDZjEb6/uLnz2A+2w/sTM5bORdA/10616nk1Pq/LgrQf6U/gRsAvevA8QM/9B062rfr0E9f7zu2Y//xr/Ye/fSbbz/5+rtjv/V9uuP7L3f/tOdw3ydf//DVnl9efXvnhzuOfXmQmAv+zbd9e472fbrvx7e+PvDJgaOfHjz29fc/b/vkk8tvura9p7V3QufkmUMGDEsvvPWCude0j5hQWNOiTZZLk+WyRIkkWEgH2ta3Cq++vhzUPkAWTyGZDLeyBgVAlzeKa/ppIklROCGvbQq0tCfKa1zhQmWqTFdcoYsm5d6wyBdGfSGFK4CpTCwhliNW5nujhn5dVQOHtZbWFJqcqpKaaFNnVTjpgT9sBp/RMWjQyLETLU5v/+4unpgrwkRkkWKiwxPAWmvWG1wmjU2HMHMURqVMhxq9+tbBjUwpMnRsgyMsb+oss4dMSAEi0gq5OoY5hsVLlMUVWKoCjWWEhSVYSYWltMKfzhB5GmVV7kTaBIMKGH/wztE03xfl2D1CoRSxuhlwXTDMKHSIwytS4DShDPGEiLQ8lYbF4SJ8UY7DrS5gwQ58crK4TKIhLC3gFcPlCp2CpyAqf4bSUb3LBCs8pcSbSCBs8ZU33b/g1mXbP/xx02t7Js+4VoZbzXaXWo8r9UrqYaCYrP0PHKScKaANfKg34ukc0hEvhjsRHYiHEh1YqEd2VJ9ZWAoxHmwHOsMKQBD4ToVHwNsaHUaeRMAWglkWAn9FcpRq7y2UETgGLiM0msPnYfB44KyRggIAN1lwg4OqUfjyeVKiyCpVZ9Xus+cyc9VGdduAtmgqCt4c6C9WEF3AKXd8CuJsckY7nD9VMAR+BXSG7YByADQDvsQcWqyosry+y+YtUZnCApXT7E/GSqsVZvM9jz98wx23FtdWtg4amKqqbhw4JNnQXtE1/LZHn+4ac0m6cUS8ukdqTk++4u5r73l60pV3z1uy8olNX6x/6+Alt6x9b2/f2m1HslF7dmWjk1L2nqD12w6faww6+8jnB+jT0/hOaeVfx6D/Sv8D9D9RNpTPDugde3/c//1vh49RU8P7jhzvI9f7ANaf7/r+/c8OfvTlkR9/7XvjvZ3H+/p+/K3vmyO/fvPdiQ92Htn+2a4Pd337yd4f3vpi36uf7Hzs2Y13L3/q+qVLL7p0xuALOnvHtV44c8DUOW0XXJjpHR/p6nXVt2tTFRJ/nOkK0JwBpKJO2DPaDA76wosDja2iqjrByJHBOfPqCjP08kZJeYMilpaECrGiYnMibfEGlYVpfTylAU/qCQn9UTRapA5G1Q4PGk0azR6JSsfSWoWhImtpbaSsLpos9w0f11HVXBROuTM1yUnTJ9153z0z5lxqc/uuuu5qh9fGI/tGwx8/+LVYOgZQMLoNWoc6n5cHdBYoubgNq20vFypoWhuHiyKZmmC6KhpKe0uakrqQwp1Sz7t6CNwKjJ6U6R4W7R6aGNhT1q+9pKwyVFblDURUDS1Rd0BqcTFLqjSuUEF1k0VrJOYZesLcigbcH6eHEoKyGhtcAkeMyNQ5QglidSh0eglPkAsrSg1PZRCSs8NFQhVRMZWIA4i5bCFXqpW74gGEDR6SJjPoFi1detUtS25/+Mm2nikFIqvRXfHsxk+qGolHmkhO/jXXL7B6iHZfMqIwNDEtkEm2/gO8Ao6BaFKVBBgNYxVJW4NMI5FriSkkKC4UK3kwMHClRFAF7DNLRDSCITM3FABEKn1ChssA0GQlaJ5EIcc0REI0rNO57HR5uUguZ/L5RAUlGo0lEBhtTo5IxJcKYbws4BawhCwi6YLPIOIkNISsk5cHmNZatEBqpoBpcVsA4myiOxcxm5FDNgqgzp9KE8S0RLkPuBugZpDDniqDqqS8TGO02FzhidMvGzHukqGjZ826conGEbtp6cMauzuPy0Py8/oPHXL7A/dHSzKWULSmu3fagluO9PUJdKHWYTObh17c3DNLZE75ygb6KwcPvOi6K+5af+0DGzomXL/utcMrN+7LpurZlY3OswD6mf+XARq04iUinS5b2Wj+H6D/JWVD+eyA3rn/GKAZHDQswUoDoA/+SLhpWH5z4Nixvr53P90NaH7m5TcA3Bu2vbv1/Y/e/eab977Zvf3zHR/uPPj5gR9fevOTJQ+vuuS6Wx58au3ie+5q6GpIVvhHTWodf2FTphpv6DBVt6obO/Ttg23gi71RusmB2L25GiOSqWKOmei+cEZkUK++slZYXiatqVPVtCgqGmWZGnlxJV6U0QHsrE6xzsQBTxqMKS1OjtHGBHOaKDZECrU2l6i00hMpMtjdUoNVaHWhwZghXeYprQ3JtUxfzNjV29Ld22pxm4ELsVRq9IQJwGJwgnDbLlLwtVZ1IO4HEBCQMkmURiFHmi9Rcel8RKRgR4u9AixfjCHEND+rxOhQljWmB17QkW6O9huWydQYY0mpyZmrMiImB9MbxGxOmRJnwpmkMlYmF3F4JJ4Q3ObDjYKzKKPB9UyZEommpM2dluJqcWFGkCzFnT6h2piHafJ4QiQSc4TDdr4w32iWO70acNCohiNRc0RqLjm5QyCQgjnlIrQcOipWmCxqqx3Vgaln+pLlj6zeMHzy/KKqQUguOnHGNQyhIpmpQHJy5WrM5DQR0zeI5gBE3IDK3IAVu88GgAZRdYuAetTMbI1FpdBL4ROpXDdYwkdL1YBsMbAbDgKSke2vuETHAKKWSAGHRU5XUYJBBkbzpVLAcT6Tg+G6iRdN94VjC2+6RapQXzhjNpJPlyoxBo91MtMDI8oqwbrRbjY5LHc/eC+mUcIBPSEfkgvjFgbUpuLLlGdnkXNSyIEBZZO9wZhU828zTmVnC+XCAjYdBgaFxjR68sxYujFV0fnc1o8bu8bGM832YLKubYDO7uFjSrXFJsG1o6ddLLf5wEE/v/0LQ7Dy0hsfvfXhDdfcsSZQMVjlrbIUtY6et2TJytdWbvnm0lvWvfDO0Sde2AkMffbVc1B2/gal7D1BcPBzfUiY/bjyZOgj67Hh2ZX9hJB6SPh/BuhzTbP7u3Su5UyzEXx2ZUP57IDed+RXqgMLQBmIvGP/0Y+/PvjG+189tur5R1c9+8GXex9cvu6NDz6//ra7n3x6Q6Ki6v2dn7+369MX39p2x+OP3fHI8k1vf/zu1/C/7b1VL25d8cwL9z7x0KI7F86eP37YmJrhF2RmX9bWNtBR3oRVt6gGjvB2D3ODiXb6GO4AC9cj5TXCKdMKF9zQNG9+Vf8ufSjIsDuQhjY98CtVgVY2mMpr7QBls11otPKDUY3bLzPa2BpjgdXFD8VV4TixJRTTBiK4P6yGlViREQx1MKb3hvDWAeVWr1KuE9j9hkCh1x/z+yIBh89FVPzJRwA3RqeGmh0Hxg0pQHiyXLGaJtNyZVp+AR/hSIiu21xJrt4kMNskIkkBT1JQXl/cOaIt1RRpHJQedkHVgCHJynp7sBCD0/CFVG6fCvYEv090rfXK+GIEw5HSKptKl9PamSgpd6VLbV1Do+MuynT22Msb5LE0anGxY2kYhyx6kyQYdoRCDgnKNphkFodCruEKFXQiYUMnxM2Y2qTAcDmqUngT8XyRWIwb46X1ek8UYQgNnkIuZkNo8p4Jlw4ZO6t9yFgkjxkpKjJbLTIMlalQ6l4B+EUVv6fCu0BtuGrYQmWwUU/tcpgwMhGhZ2oKCQAa00nMboM77LB4jLhZKSUbnVDT+ThEn5QCoC04aL5UrNDiuFGv1Glwo9HkcACLL7tqgUKjN9ldJRU1qdLKdFmVweq49+EHqxpqBKgI/i0aWpsSJUmhTAw4Lq0uh2VJZalKj+fQ87xhP1KQCweHMeDUw0AKx0KySCmNQxT3oAT/pkSqNRm3obHyiR4CepM7kkAKxAZn0X3LXhx94VUPLtvgL6yNpuvM7hjcXvBkuMpkx22egeOnNg+fOHD8nInzbtb5KrXeqgLUO2Hu7dOvfbBx+OxBF147Ys5td67cftsTb2z7ou+Z178/V0Bn529Qyt6T2Hnb4XONQf9dyk7UW0um/T35MpHvnK1sNP8P0P+SsqF8dkAf+I6wzwDo3Yd/3nnwOAD6/S/2bHnzoxvveKB37JTrbln62FPr3/z409sfeGj1Cxv6De7uHts1etaIyZde1DFySE1H54RZl1+1+J7Jc64Zc9GcZzZvfWbz8xNnjOoZ1XDVwgtuXDx2zrzWEeMTde36snqsbZB10EhfXas+kpC4/dxkMVrbiDc0q1vaNO2duuJSfijAKSvTJEpEgUJGqIhXXKkpqTQGonK7Wwy8szhEYE4tDoHGwACBd/aFFP6w0umR2F0il1cKhrqk3AEQ9IZVOjNfZeS6QtrSukRxVdzut1g9FmfAobVoDA6tyihzhawqoxRu5JUGlMVnaEwYD0WkeJ47rLF5cUwrUOiEUhUHJFMwPT6DDOPpjMqWjoaGzmp7wqh2EmXgTCYmnIbBxjdahaGYvq4p3j24qrTS1b+7WIrlFhXb06UOBU7r312WSNusTqnLL8lUa1u6LRVNUn9hrsGOyHGksETb1p22O3E5JsRxFD7IZMFkKgZRZgQr4MsYUjgZvRRsLDlvUIkwmWq71xktZUiM0dJ+bUMn3Xj3Cr7KJdYGQiUtQ8ZObx08nCOVEIX/afkS8NoajEnmOQCFyUzhHHhJJaXBS0CbUq+g2M3g0wt4eWT1opw8NjGXBEgN35UzaAsV+X0xoj0Kj6wKQpWaoxw0jU3niHgwcqj0WqokkzsYLKupqW9pW/PM83XNbUgePRBN5hRw/JEiVKkx2GxE6btcRCiTShRyWAf37Q0HcxkFVjfcahR7QgGn36s26Mh2XDL4COLEiKYqNGpyChXxgBW5Rmaw66msDz5Zvwl+pTGq5Ro5HBPJy/fFMzfe+cjja1+54Y4VoyddlcvSSFWeZFm7J1KaKKtPVzWavGFLNG0rrKjpHvP0ti+qOyY4E632eL/XPz8+7+blF8y97ZYnNt36xNbXv+574Z0fnn/zh6Ur3j9XQJ+T4OBkw62TgvVTWn+aTnfi2aillO3Zz65sOlOAPn3q+enKRvPfDOj/hThOOehTHWYPH+s78lPfjgM/vvPpjrc/+bp72OjGjoFb33533UsvL7rj9sfXrL7twTsW3X/1pbdOn3b1lLbhXcUNDTOvuuHl7Z9s/2T31Tfdef+y5Uvuv33u1VMnTe9s7Qi29nfNnts8bGy8ZYC1vEFR1axu7jI29rekMrjLJwiEeLGE0O5EQIVJusuDuOz0piaP1Z3rDNL8MW6wUOSLiJ0+ocMjAUDjeiYw2uoUawwspaZAb2bDdrCuHr/MYucbzEybkx+IKiIJoruryS6m8xEwoVorBjYQWANc9kYdQGSNReEMmhKlIUwn4koLRAqwl3lGO47pmCoTI13pDSYsDr/WHTKhaq7VqTaY5JGISyjiyJUSf8TrL/IEM27MwjNYBIVxU6bcF4obLXaZy6ssrfS1d5UMGFJemDIOHFoDhhrADTuA+3Z5dHQWIpAiAOVwilVYxggU5XgiDH9UZHIx6vtF1RphTi4iEnJkcoHeiArRXNwkFinJStZqLlFrlIHkM2lCmUxusMy+5qZcHn7j0pXNAyZftvABDubEzLFIabvMGFSZPTw5FkkXimRCwj5jqM1tBZCBTYYloJnoTsKnw5JNVmcWk41Z81i51Aw9lRHjSJinJmTDVydVC8C86+0awDSsgJnNYRBNVZhk7gQRyucwqL6xgFSgM2DaGw5X1tfHUyXX3XhzJJG+9c57cunctq4hRpsHYJ0qK9OajbBbNJkorigLFcZKqytHjR8LaAZGv/b2m72jRwK14VcCVILQckQYMQeSSeZsUOEO6iEnFTQnI1RmPtmOi8oXzKETBfl0Vh2Sn+eLp+Zes3j8xddMu/S2BTc+0dwx2eIqi6fb6voN19nCSD6Xxpf3TJmpD6YNwdLmnqkPrn5t+XMf3PLQhv6jLp276PE5Nz7+7Nv7bl+x7bm3D69//dDG93/e9llfNlXPrue2HTmjsvd8lgT0uleJdBFKsH5KT5+m0514NpopZXv2sys76LGOzMs+fer56cpG8//XAf3ziR8J/bcBDQ76VJNZoDPoq33fv/HB55/u3Dd51hxnOLJs3dqyhvphE8ZMmXPx1MsvuuzWC8fM7Zx02ejxl0wYOm7Mgpvv2rT9k1fe/uqB5es+37P3hVdevHDWyHGTW6bPbhs+KtHeZWvuMncP93UMcVc2qgHTAOjaRlcsoU6mNPWNjsoqXWOzoXd4sLpWXRTHhgwudvoY6QpleZ0hlBBbXEyHj+8NyVw+FLgMTNSZeCotHWBtsvHMdr7WRDfbeFaHAOhsc3LNDrbJzjLYuOBqIymiuQmdS1Q6BgoXZsLFtQm9S13AQ0wuPFke0drkaoNUpUfBqbGFNK2NJ9flFmYcVq/S5lIFImYRSveHrV6/JR4LCoESqFggFcr1WEVrqcGrYrARrYbrcKvNdqXeJHF51cVl7sZ+hZ6AvHtwWbLYGS20Wh2oXMny+mx0BuL0qEJxVbJMWduq7egxdvSYu3sDYyZX4+acooxFIKJxuHSzSScF1mBsVElX6gViFVui4sr0RM8BsLTAXFcggOSzrMH0ojufHHLBZd/92scQua648bG7HtugsMSHTpgF9lnvshET7YR0FocOl6YzaykQU9O7AXPUAzfKcjLI0hwAXCo1AjcrAdAcCR3QTLVPJEXM9JNrCRcPu4HXppLbqPQ4sM8sAVFRDwBttBMttcAjW11evcWB5NDcgZjNHUQVhhwaL5oo44kxJK+ALRRa3e5kaWkwHveEQgN6eu64916lTjd05Mh0eTn8ClWpEBoNLlamVuImHIYWKmubKockItt+g3FWG1VwY4Sb1IBssNLhopDRCYOEpKwunakuwW2GHDaXLcUtgYxUG75y4WODhl/qCTYVFndFkk1skV5nC3b0jLUXlkWr2wprusyh6jyRTe0ou+DixfNufCJRN6KhZ+bjL3187b3PPfXKrhUbd96z6oOHn/4ym6pn1/OvfXtGZe/5LAno9cDo105qPfmS0ukPEk9/SzaaKWUf/OzKPsJ6Mofv/xrQpzD931qSgD65/sd60ydIRhOQpdB8fvq9PvWpKtWE/grQIKIJy7G+A9+f2H3kpz2HfwL7vP3DL55++dXN2999bPXa5u4Bq557Xoqrb7v3znsfv+/ShdPn3jC6aWi0tiveMqS6pr1u6rzZTz37wtMbN8++Yv6t9y6ZMnNsXWuyZ2Rl78hMfZO5sc1aUqUeNi41YVpZS7eptE7Sr9vWMSBaXe+qrLW0tnsz5criUllzmzES57pczK7ueFGJonNIZNCwVLJUa3VzfGE0WqTxhhXAXI2RK1cXyFQ0vUXg8Mn0Vo5YgYhlCDA6WoiDLE6eXJUjUSCwj0RFF8joOouSip8aHDi4aeCdyigNxp3J0jCmERosmNtn5oqZuBFVm7gcKeIMqkUYHbyz3a2lsxF/yC5FBW6P3Wg2FKUSeotOoZdlGlO5PMRokXi8uDdoAkBrDCK9RWx2SCwusdEuqKwLD+ptjBU5nV5NpiIWivr0BqUvqANA+6L8YIKdrOABrFLliubOkDMgiiUtfDHNYteVZIrE4Ba5iMpABFiEGAtsvs6Jq4wycIXekKe1q4MjU152wxKDJ9U1fEa4uPX5Vz576fUvSuoHInSpzh1BWCxPPAh2OxDzIDkIrlUyuEQ6HZVNDGCFJWWoGWR3cGJuHo2YbUglRwP48jk5ZLVPJjldBcw7myWi0/n5IFihwgtkcINgPRwQHC6dR7RwVRs07qDX5nFJlUoam601WXPpLJPdjeTQMbUZyWHlM8R2Twg3GqmZh1IlBkA3O+3uoL8ok7nnoYduueMunlgWiifjqQxw3OkL5rMYVo9Va9HA6cEAQzVeoYr9E95fTEy3gVMt4OXBP3G8JAIDjDdsD8bdcMlmr9Xs9RRV1t609GF7oJQpNOeydINGzHzlrW+uu+XBdHVbdb8B7sIMXar1phswW2zVSx9glmJ3sr/EmBw5ffGYWbcNnHTtHSu2TbjsrpWbdrzxVd+L7/yw9cNfn3314Dnp+dcOn1HZe4Ke2XZw/Wt/Fmz8k05/y/ot+86o7IOfXdlHAK3b+odMktO1fMPOM+pvAXT2D/X2/8aSIPXJyTJ/nDJDNgqg/PW/opOVqf9Un/r0jUTFD6IgKmynGgt8f/y3r3cd/qmv76XN23/+rW//oWPw8uC3v1L1o8FNH/mBIPW7n+xc89ymux9ZdvsDDz238dV5Vy284ebbapuqp84cedX146dd0q51ICMmVa967vbiak+y3PPosjt7Rve/6dYrrl00e9LUwV1Dyhr6BSNFSouD4QoI02WmijpL+2BHUxde3x+bOKN4ysy64ko8VSEvrpQ29TcNHOYfNCwydGSitdMXSYhT5SpngOX0CwJRBVDY4pRa3RK1mY3p6cBQk0tq8ciUJg5PjvAVCKbP40sREYqAm3b7MY2OLVPQFBrCgaqMfKVeJNcSjTxkuAz+tgFzGpPM7NTbnAaFWiJG2Vq9zGxV25y6SKHL6AB80znSXBTnKw2oRCEQonypQsLiszUGvdVlM1j1ZrfBF7MbvSoumtM+qLqysRB8ut2vVpt4UjVNbWba/DKtVQiHUhslNo8ukvLDhzL5OWY7VlLhHTC0pK07Gi2SpivUPaPT7YPiVo/AF9Nb3CrKy2vNKhhRYOQgJ3MLwb2KlTyqUBH4xGBhIJSM5XF5PEw9bMJF7lhq1JQZVyy6GaGzi2vrq1paE+VlFr9bQsI3nw1ONZ/JowPLcpk5VHwAnDIAzhlwUPPxYAsVjz7liCnyAoj/sfxdFJpPPSHkkS1rqZgJyX1iSrdQLhSgIp5EALYaN+pRlQLJzUXy6MlMVUPLQKM1WMASg92Gt8D+PCkvjwXvpfPlYrZEGCpKCWTqYJyYpI4bvUK5Vmkwc1FpAYdhcVuiqQiYZSpfEL4QQDPYeY1FQSZu58C/skTFZwjyYAU3KlClBK5UpBJb/XYeJjZ53JcsWHDZwhtD6dLZ19zw8lvvzrnuhjkLF954372xyhqmVHfj0hVDxlyybuPHN9y1fuLc26dcei8icC9dtv36u14cPf3Wy25cOfvax299aPN1dz770Jr3nnl1/7PbDjz32sHnXz/0whuHQS9uP7LhzW9h4xkFu52Tntl24E/KPuZ/U8Bo8NFrt+xfs3nf6k17qdy7VS/vzk7Io/QfAvR/7+f0GY2///zRy/9r+uMExX8UpybRfHLG4+/FmAhGHzh89Je+vr0Hjx7vI0w0AHrfwaM//Uqg+dgvfUd/7jvyIxjqE/sP//z+Z7tf2PzG8nXP7fn26A+/9E248OKtr21vbq2dctHAp5+/7Z6HZ19x3dDKBlP/gdEJF/Wra/YXpvXAx9aO5BULxt1yx+yJF7WlSo16a4EnKOnXUThwaE1FrbOySVXXHy1rENT3VzV32hKlUm+UFk6xSuvkda36mmYzKFkuM7sR8JVmV77WnG9xCPQWodEmNblQlZEDUlt4BpfE5JEpLFy+KlekydHYOVYf+FZhMKoJRLRqnCNGaUo1X6Xl27y42aMyOLQam05nMehtepNDY3biSlyqNSikcJvPy5NIWGIpSypj6c1yQKpMy5drhSqLDGwyMFGCiTRGXI4rMI0SfFyqIlHZmElVRoJFdn+h2epT+eKmVJWvpDYQTJr0TqHOybMHMYtHobXIOBK6EOMYXHq1FS5HXdsvVVkf7Bhc3No/li41lNfaB/aWtHQWuiMqV1DvDJq8UVs07Ssqi4aTPjD7ZBl7DmAIxcVKgxyYSD0QU1s0bKmk3+DBCIcj1ekSleV5fK4YVyCMfJvfpXeYUa2cg/Io2grJZqwSpZhJ5g4DUoHUIrLRFOWCwUFTsV0qv5hK5DgdyqeLijhTZT1gecpEUynS1HuBuVwJlyrBgeQigGl/NGqyu5A8Zj5DaHPFQrESiQKFS4PLUeoVfJQPWJdqZHy5FMmlvf7u5wgieHzlSwUchcbsVRkteRw2eHNUTXRZBDRT+RvwnUhUQpaIBuMolbJtcuFwq0HjEsXw4HOJCfEiFlymK+Km8QuQfMQecpU319PFfNxlrxvQWdrv/2HvPaCkKLP/75qZzqm6uqu6cnd1zrl7eqYn5zzDAEMccg4iIq4ZE+acs6zr7rq6q+6qq66IiCISBEFFDKAIEiSKIIJp3ltVwLqMsv/1rLu/s6917qlTXV1dCebzfJ/73Ofe7qHTJ58xf17XmDHpipby+qF3PPDUnHm3rdhw4JG/vfXHF96fffGD08+9575HV9/z8IrRM67f9nnfpTc+MXDcvOnn3rFw5acvrNq16PXdL64G+O5ZvGbvS2/sW7J2P+z8QZMP+3+3/mf4r9oeSUqLQXvimOHST48lUXp5R//MSrL9AugfBPTf7cey5X128Kuv+vp27j342pq3gdSbPt618aOdX33bBwr60JFjgIbtPZ99vXXXoXc/2tE7afqCPzy2dNVbh472/f7RP/75qUfnXTx1xumtTz1/09JVC9oHBctruft+M++SKybXt4Sb2mMjxtTMPKO7d1xNbbOvpSsKUrFjULKm0TduUvuYifVzL2w++5LazmFsaa129OTcNTdPGTE+PWhkqL6dzlYY0nlTXasdwN0zKtI9PBAvNji8RYJHyzn1Tp/FHcBJh8buM4GCdgTNQghjPAYrr7C51Z44Vt4QyJY5yqp8mRInSam0BoQgtbzTzHvEGoDwx4yxYukQ6InjjIlgjQSFAqBZDjdb1GazSqNDlGrQ4BqzDUQZNAMEH6BARBtwJc4YQM/C3z/07kGgldUV17dXAExdYSZR6rNyal+cqWxONA7IZat8QgiF1kIGNOe2yiNsnI91hLhkLjh4ZEuy2FFcLmRyTDSBJbJkSYUjnmU5j5G0m4AyILS9USGU8gKdgT5yNAUYJRAOv1j6ViajEoQwgQ+dMEGJmrqGD5t0+iyQh71TJhhIq5h3lBAz5WtQMRwNYAq/IqVMdZiU4R7WAGigqjwN70RksQxo3fEKh/3RLJusr2UdLctnObgCaGskRGe0TgyG00rZNsQqXABKeO2goFnBfdPtd193093JbA3N+yg7J+YU9AvukJtgSStN4Dylx60jJ0x2BdNXXHdfbfOwksr25q7hDR0DTCQeSkQoByXfAFxa9EQzKOnA4RWBiIaWDP5pQEpLSZ30sF9MkeQ6Nrud9XJqTIOoEMrNnnHhuaUNNXqGVBIWi8vhySQzTTWVnR3VrYOvvGlBvKTlLy+u27D92wcef23Dzr5zrn54wpxbh025Kl45ZvRpN+QaJy3fcHjD9r5nl239MUDDnh+0/gg+tfVD5H/X/v8H6JNTn4rLvzP96Y8B+uvv+vYdPHrwyHe/eeSJj7bueeA3f1y5+p0vjvRt3/XFns+OHjj8jaSgRS/HgSN9B7/qe2/Ljif+tvCWuxcsfGnpiNGjlq14cc3a526/e+5Dj1786F8un3p6Q1dPHCg8YEhm8PDSsmohV85NOa1t8szW4nLKH9VW1tuH9BZPnN6cKubdAU0ohTQOwMdMi845v/7iK0ddecMkZwBJlhiy5Wagc2m1rbQaT5fpknnllNPLQUR7w2oANOPQ212Y4LESjAoUNO3UUoKGdusIhxpjiyiX1hOzFle5omk5GloAQCs1CGZVcgJm4/Vi8WybXmMBBokdeS1aoDUjdqctmvBGYm6n28bzGIopgNEAaPjWSKikQTmMcppwHtSrlnYaWA9qYTU4r3NH2EDCafeRtAvjfUQy70+UepJl7liJ4IpYbYKS8Wh9CZJzg9oFgliEAOuJuYHRdo8tlHTyLhPj0LC80u5U8U4NxSnFSle2AhOuUqOFiEacSqcwIFKKZLGCn8ashDU0MLxXDIOTI8mKjEpAM6JSOMOhdEV5VUvz2BlT6rva3LGAibQAoIGMcuCwTDRZ2ILqlF3MJyLVRLBKIlp2U5zwb6BSYugfs+MyWQyj1kkJ5JQGBeBSFPvS4KHSoFSbQIzDpfVVDTVmmwVwzDqdSIGS4t21jd3RZJ5gWYCyw+t2BXxWmjThcNuWQr2Ocnh90RyisqkMXL6600w6EIUqUVrcO6E3kUvIzQkqdQ7g/QCapWgTTZFefG/wAq2syRXiU/m4yy94gm45ptDMYITDhtttjpBLCPutDlaIhMrbmpuHDgYRnWuu9RVnnZGUL1bK+VIP/fmlF1Z9uO2LvrseffmWhxYDc+sGnoloQ5Gy3oefWX/GxQtmXXjPotc//TFA90ftT7N+iPzv2o8C+sfsF0D/dEB/9MlO0M4vvrpq/fubL7vqhtdWrgNZfWyo8AvR9h74CmC9//B3X37Xd6Sv753NW3Z9/sWQ3t6PPvnwgovnPPDgFaPHV/T0piZMrxw+trh7aDKTtzW0BefNHz9hWlNxOTN2cq04uNfAgQ0emRo2JjtwWKqqLjR+SsuMM2sHj/I0dzOtAx21za5MnkrmrKVVtD+mpAUxQV15HdnYyQ4bFxo9JVVSjboCCt6polgN7wBAExSvZQUtzhdaWATnAApFKAkbSpDVyRzvDhrjaQpEtD9gs9qUNGt0em2uIOkIkKybEv9EWTGLJsEZgNpuP53KhlKZYCjiCAZ5hkOB0SSDWmkjRoulmBgvHspw8VK7L26mXUWxUrqsMZCu8ACp7X5brjpeVpcJJIW2wTUlNRF/kvbGSX+S8sQIwLQrghOczsrooPcNitge4HGQ8KRejxVBS8MKBofT4PFhDhdKUEqLTSmGWrMi4GQo6yxq2JZn7gGAYI/sptBLwb+iCmatudpKRFHki8cQVRGiVtS0NmktKIhQjCHMotAWc3vK7gu9FGUB3AQRLYfTyYQ1SMnk5CFBWUTL8JU9GP25fGpAy5k64KOUKEMpTl1BNdBIIArEHxWLjYWTSVDQl1xxXaq4JltaS3IOYLTTF3QHwjjDmHDcQOAFWr3KaLXx/ky++dlFqxDEEIjnlCZjfUfz9DOm52tKQQ7LjyP61o1K0c1yPH+T2LYpEXh10NUIpwMao8pCivJZVNBuCkS0CboORmW6Mm9ibHzQ78umDCxFB33FTTWedMITSyCF6kxlU2fvpKVvb7370Rfm3/GnCWddX9I0ccCYeYMnXOrNDIpV9CKmaLh82AXXP/ILoP/HAX2ye0Nc/hMujt37Dm7bte/w132Hv+3btuuz3zz82PJVb+797EtA9qGjffsPHfnsi6N7Pz+yfdfBT3Yf/PSzwzsPHF694b2jfX3nzLtg2aqlvWO7brj5V2MnVk2b3Xj9bVNHTcw3dniaOoLZMrKsBjrvVFt3FJDd0O5u7fafdcHA+deOGTQixnuQylp/c0ccBHJ1C37RlYMf/MMF007vsLuVglddWeeuafK2dIVnnNE2/YyGAcM9A4YLtW24L4ZwLgQATTJazo65/ZTgBbppCRax0uJ0EmA0ABqjFaRDU9UQDsQsiQxd3xwvzQe8AdLrpwMRnnWZKadIOpBRwB3o/1oYpZVVsA6zL8R5fLQLhG2YF1y4ldDYaJPDy3Iemvfa/GlHZXO8ZXCmrEFwx1ShYlNtZyhX68HYQpvDUN1S0tJdG8l4K5uKI1mXN0anyj01bamKpng4y/M+jBbMIIqh603wZh2uN5Im2kEAo824kqB1HG9kOQNofL0R0RkLDRaVylAIcJG77WCyNpRSyunlStggG+Xpf7yHY12sOxJEKQIMY0icZ/yJsCPg1uOowWYyiM4H0U5EpMmhdbAhow12wp4TruQTIvqEfIad/bksm3xMfxeHrGSPDzaKla4kH4sWozCkSJyunS0rtbt9nmA0kakw47zDE2AFjzcU84XjJCdYKdbK8joLzntC511ybXNnL+9OBuKlSIHaEw2lyjNtA1vjxTFoYOTJNbL2pwUKWjK4tDj73EUCqaHDIadFjabC7oBYvRAaNniZ8EoZD0u5GF8yrLGirN/rTycNlI0NeYsbqrmwL5zNVDa3qDBrfffQC665fcD42Zfc8tvqgVNHTJ/vzXQnq8c8uWTz5LNuu/GBRePPvDHbOP7HAA0bP2j9EXxq64fI/679KKD7Ozf+R1wcJ8NZXH4aoH84/emPAXrr9t1ffiOKaGDupi3bn33hpd8+/KcDh44e/a5v1/4vPvl0754DX4CIFrd3H9yx79AX3/V9sG37ux9v/vCTzTffee29v77utw9fc/vdc8vr6HFTy7PlllSpGdgaThpB7XrDaoe3oH1gZMqsetDXQ0Yla1vZXJW5qpG3MUggigYTqqom25nnt59z0ZCG1ojdpXV6DYkMS/EIwSC1zZ7OnnB5g7mhk6hqxqJZRTQtRmUAPXmHBYDr8eNwPC0UgNk9GrtHZ2OVVkpBMKqR45rSpXw0aQOpXlrmA0A73QSIbjOpNJFizQ41Jo6D6SxFRgIx2RDQrTZGi+FFBKUOhhh/kKVZE8WaKTsuBHh/XIjlPTXtsfZhqZp2Z6RE50kWxcsxfxq1cAU4rwkmXeG0j3bi7gjLejAgcrzUWd4Yy1b53RGSFIx2L4ESauhxA6MLDUUGm9HuYUCeA60sNg0LehktKlJC9x1RacUKtqA05Wkjsp4FDImFWZViVJw8mxl4BDoRIC5m02etiLLAaEUL1EW0g/WG/bB2B70KvQK1oUZc5KYsdQHBQCgAGaxZFwNcg3OCBufcrCyWT4z1yYLaKOWJPgWgZTr3HySEexMrpEhebNnkgcciXWEkHbHSBKIs0putaoPZHYidO28+7wpQvNvhCQneMGbjzASNc3YjQaXz1Uih4fpbFzR1DHcGEn/481OIqgBRI+FUKJIOOwOCUSp3C2/D7uW9EQ/cBuwR/A65AC4q5RKB99Pa3QI/EXtOvAXADe2cN+4rri6ZMmfmgJE9/lQMdDQucKzfTTh5zE6aWQLRq0Vlncni7tCfX14zbNq5tz+8kIs01A+aXTfwDKTQeemtf7nm3r898vy7v392/fOrPl34+q4XVu9etGYP2Itv7F28dt9L6/bD+gdNPuz/3eDk/4fslygOaflPABpYfOTbvieefm7NO+8tWbbyiaefnTHrzE/3HAAiv/fhJ+vf/3D77v1ffNUHtv/wd58f7du27+CRvr6lq1feteDOde8uv+7m8zq7M2edO3jIqHTvhNyIcbmZZ7Z29cQTxZb6Vl8sY85XM/kaKlliKq7AGjucVU1UvFiXyJlKKwV/xMS6kAFDo3ct+NW1N5/W2pmNp3jo5ifSdppXMY6CjkHJQSMSmXJtcZVm4EhfY6ejpSva2JqOxp2Ci3D7CJcP9YbEkUMwb0TvC6GioKaUOF10+lkj89Ueb9CUKuajcYbhdbhNY7GppUFCCygswmETdZbbwvv0joDeTCBmokCjR8xWJBzh4knJGS2QaoMStFgo5Y6WunO1rqo2d1kTHS1V5xossTJjIGMKZmyglxmXFaPFclOkw4wxWgurYr1Gu99CCnoxdQatcXhJK623+2ghwGqtGhOFgoIu0iJ6k9Ib4BOJAMfhJlRtIzGataG4ieJJq1QwEBgKUJPFMiFVdwVwyySVIQjyEPDNgDoMOK0UDsC1cRTn5qyMlffwcgJPg5TyDQ7TSYFx8FuHzw50g1NBCwG8BrrJDAU1fcLLccK/YZESJ/2gydpZHnzDvhdmh2iQIr2Y00OW2AYpMgQ+wjFiYdkiBCUwgmUNGF6o1iNKPUG7UCsHa5xyqvQYgNtIkBr4x1DoKIcfQQw2LgBnVJnEEdFAKugKOnOVxWDQzMAl4BGCiQAgW86XJEZPull4ZPhYXCEeBl0EuC5Gm/xxD/y7Qy9ETxhwO1GoV7ljARDRFp6eMGt679SJXNBlD7rVmNYV9eZqKzU2W0V79+DJs2956KmZ8255feMXzy3fApJ26VufD5p4KdgNCxa9sfm7E4CWGf0LoP/XAP1DC9y8NJPlXwH0j9kPAfrbI0e/3Xvg0JYdu74S89K9esud91x+7bVjJ0654577r77hlu27D3zd17f38yOff/n1voNffrxz3+Fvxcyii1esXPf++rMunDN+2tDb772krTPePiDcO6G0toWvahS9zOGkvq076otoymvtlfX2inq2op6Bryob2NJqPF5sCMQ0IJ8zpaD11NWNwqy5AypqPUotAswFdexwYThZ6PIZOwamRowrqW4mg0mkuNIYy+qjKUsiwwdCHM0aSUbp9OpAqkfSumhGX1xOZUtoiiuy4Eg0wcYyDCjoXJkAgA6GbYLbbBcsdpeVcqBW1iA6dnEt76VA2xoIxMIBLxCKV8E96IxIKEyTtF5nKMiWxI0WvRQVoOeD1ormQEN3sKqNr+3komWaUE7rSxmcERPoZc5DsG4bWCTj5X2EldMCmjkvANpotClVJji/mrKbKcEKCtrKW3g/xwo0nFypKQiEXfnSjNfjMKFa1Ky3EmaT1ahDxSE1HaaTymDrxFBi0gx7tNJcatmXKs8WgV682JEnzShuRDEDnNNoMRgwncaoUuqKtCa1UfqVPG9bDpsDcgH95aE/OZ2FTkpcJ2aMUiOwhj0gQgGjwFNYw69gZ4EGAVgD2U1SrRO5DKCMaVnDwldyriUwZ9DOecQ8eXBC0P6y11suTCXl+rCCXMZIUqE1ULyzrLpx5uxz73ng4Yf/+PS8S69t7hjkCUZ5rz9WXOoOJZACrSdU3DF4tDMQs7CMIygU6MWEqHWttd3DBoSSQfmd4CxusIprpUEpt0/wxkg7Cb0KaKLktkfyVjHQ55AHMLVWHc5Tdr+L9TgL9RrKaT/tnLnzrr4sU5VTmdWsn7c52fGzZ0875/ymEeNmXHjtY4vfem3DZw8/u271xq8Xr9kLLF75wdHHXnx/w86+/kj999rJiPxn1v8Mpz5P/yNPdfyqPc8s29k/N+kJk5ENvH7y5e1/WbLtLz/bRJX/7vKfAPT7H3580+13rX5z/abt215dterjHTteWvrqdTfd+trra7ft+mzjxztARx84/BWQeteBLzfv2LsfftXX9+nB3ZdcfV5NS2rE2PoZs7pmzu6Ye373vQ/NTeSMLQP8Q3qLa5rcdg+Sq6CrG11lNWy23JrOY2CpUnMsawCqgmJtbIs2d0aiaSyVo+Npxu40ub0k6FZYk4yad+qq6n0DhqSaOl3VzbQ/VuiPqkEjewNW4Lg3QESTVCZP0QLSPTzUMzIajCn9YU1dY7CqJhgIiYX+gnFrLEVGEqTXb+EFI8OZGDtqZXQ4ZxTdo1YxoYSVU5NOJJw1BxNYJGWDc5ZXB1taS5Jpr8tDp4ujmA2VAmyNXMCSq/VUtnpytWS+kfKlle6EwhFWs14d7TJSAgbwBWlGO3E42MLCXz6YAdQ0SmrATLgKFDRIbDHSjjQwHtoB8pbFFWrE7mTCIS9D4zoQiKgOs5qAzkaLGDsseSdAxpoAMWCoDdVICYkwqZYgaGc5qEOLKq02FMONZqsBDDZMVpHRerNWh2qMIui1MqB1kqNDppVJSgMtA1orReDBTnF8D6CsRECBApFhLbt3xZ0qBH4OUlQtZb+TneCycJbTLcmOFIC4L+qtb68pqyvxx3zyLBJQ6GLaUsrMezipYdABOj2hgDccdgfAIvFMHrjc2NYdimdpu4sGfZ9I1bS0TZgxy8a7o5nK0ZNOj6RLEY0apc20xwYPDqcCHS26eqTmAdAMLwq4rEE1rqALzm+lCWgGjFbU6XcTHAE3AM0GGHSJcE5s4eDgAp2yyKAm7CzjFgDQ4UzSn4jCk1Y0VepshoaBbSVN9QhqQQzWp5e9vW7rl08sfvfJlzdu3N0HgP7rsk/WfPTtM69tXfnBl/3R9u+1kxH5z6z/GU59nv5Hnur4Hwf09zW1DGiZ0b8A+p+YCGhpxspJgN65Z++fnnxyw6ZNa997d8HvfrdwyeLXVq187C9Pbti4edOWnR9u/RRs48fbdu0/+OV3fUf7+gDQ72395JGn/rhw6VO/f+K2OeeOuOramVddN625y3vljWN7elO/+9NlvePLE8WWsZPrcxVsVYMbMB3LmAMxnVhBFQRvyhRJmQWvuqzaBQh2+jSoFXG4jKEoJ7gIhxMPhnkQ0TSviiSIynpXc2egpzdd3+pr7ojnK/1wJE4q7C69L6hz+ZHmTvslVw2+5PKBHQOc1bVsW3soFjcXKBCKK+Ddak9Q7w2aXB6UtespxmBj9ABKnEPNlNFg0xO8ySZoAim0eVB41MTa2pZQbWO4paO4vCKcK43UNeQbW6qBoaxbjICmvWi8VEiWc8G0KVpitocKuUAh7VHYBLXIYk4c/QOUSyX7xIkthN1oprRGQsw8J4blMiYrDQ2DSmFA1BaFhRddHASLAaAthIEiLUaDWqMtMmN6wKvaoNIYtRqTTovq9ZjRYDGJJk300EhTsQGCgCTRky5NtgZAo6ARsWOGWXQYrofTWm1GPaZGCT3AWqVXyGVHTMezPxulZEMnAC27mzVSUg6QuiCQFfoiT9gtu1bgo9w2gEYWXcwGhazEjVJWT9lLLo8r0gJVWl1SXJENp0JysmngspgwWsKimMHVJk4rF1Wt+HQozjCAY0Sp0Zsld0eBskijJ1jWF4/l62rHTp1R1zpg4PAJg0aM90TiwFBXxGkgtQR/LFkSXBrgyzgZWqBtvE0sSmsx+aNijVorTTr9XpJn49mkO+SGZxEn9Xg4uA2xXrjoYTd6w36DxWyhKKffb7bZCjUqC2VzR/wai65hQDM0VM5EtHV478W33jN02tlnXXnvjPNvu+nXzy/fcPiZVz/569KP3/z4u4Wv7/zrsi39hwH/vdY/kvrU1n+Y8dSDjf2PPOXxe55b9mn/JEp/z6Z0fOTw6Zd3PLVkO9j/LKD/1TC7HzN5znd/QH+8bfvGLVveWL/+hVdfXvHG6jVvv7loyUsvL3tt3TvvP/H08w//6cmXX1sNgD7yrUjnjVs//XjX/n1Hjq54a+X1d1w2/cwhc84ddvlV084+f1hVI3fuxYNNBFJWS7d0hQHNsbQ1kSVKK+3pEiqSxIIxUyiOhhNmWAdj5o6BGcZRYCURTwBjeA3JaAUXTjFGmjVF485wjLU7DS6fMZIU68B2DyluaIl1DSqvrInRnBbDEThDrswWyygeffLcS67uGNrrau9mW9od0bja5S4ozTMEg1D2QodHzG8HgAYFTXP6E4DGaBMupn7mg2mmpJYfPCZT2egIJkzt3ekpMwaCgs6Xx0vycZLBWCfp8HOkw0w4jd446YkRnFcjBHWsTwV0Jp0qwiECGlhPOkTXNuch7T6adYs6GqN1YHIaZdphJdhjKZW1uMpI6VBCa7BoNPpCvUmp0xWqVIjBqCQpM0GhWpO6QFWIqBQKnQYoBqQu0ioVOjFSTWsWJTAqBVpIKUCLRHeNWSWeB6BpVMqGgkYmDDbaLILbZgBBrRZj3cS6VqiUFEn2Mst+YTEYXCKdSSooc0JBg+KWR+GAp0A3IC9oYVjLzvFjslotFiEEWS2P0QGI4VvgIJAaIA7fggyH9gB2AlLF8gLQNOJa2I8oEIzCPCEfwdJIYWGRVosSIIBtYLTDwQh2ULWsx9k9fKSZYv2x4hlzzuscMrzIoEW0SCDtTeXjDp8dLgfNQLIk6QnDpRnew5twM0jmQCyEM2KdLdbpAEyHEhFf1Adym3Uxoj/dIsaZKA2iBeNRIDJGkg6vF64LpI6kEt1DB/mTQQWqDhWnENTUOXbikKlzHl30el3PtMrOKQPGXDD3st9cfdezv31q7ZK1e5e8uW/p+gMvvbHvZ7X+6Pxp1g+1PxHQchTHj9lJjP5fCLP7oeU/Aejd+z/7uq/vnY3v33jX7aMmjOsZOfTam657aekrl19zwyOPP71u/YcbNm55ZfnrS1es3rxj7+dH+zZs3nHa2efMu+rCa26dd//vr7zt3nPbuxLnXDBywvTq8jry+tumL1p6r+ArBOE8bFQFxSOJLBnP2GIpMpGhk1kunmYCESuQt7UryTmLSLbQG7AyvAHkLe+woJgCt2mSGXcu7w9FKWC302uA40E4W21Kr1+MgTNbC+2CrrUzOnVW9dTZuUuvaq5v0ySLkakzk/OvGNw9yJPJGgcPSdrdRaCgAdBOr87tRQW3mRdQmjdhpFaeMM16mZKaRGVztKrV1TE83Njl8USU8QxenAexp3G6bQBob8DBuSghwIpDf5ye91kZt9nKaGinwR4wcz4T4zZRTpM8F5xxiW5oMcuHw4LRBrmCH2ybKX2hDsFIo9EqJoSDr3AHCkawoqxGLWqdsVCtRrRaBLfpHU4bYzebcJ1SpyrSqnVmE+ADJaxyDWzUhsrZKmRAy/4NWAPoFSpEAyjUiedRaxGdocBi1VOsBaQ0TpqA0aCyZXUsD+XJ7mPt96Z0y96PQm0B6GX46I/5ANyAXfgWVDMAWvA75MopYGYpl79VqmdolkrNAv6SJQlYyzoa1DfwXR4VBL7LChqsSI+EUt7KxjJf1AuNDbQ9oHBdAZ/Zhju8bsnpEQRqk3bSYDPhPFWoh3fo9McynnDS7gs4Q14KTmJCotkQXCuYCJTXleUqc4BmC4WzTh7kMwDaFwkZrZhCp7NxnBYVs54yAgf6Wn52VAo3hI9wFaVWgxE46xDc/kAkkQzHE26/z+5xRbKJfENVEWps7Blmj+fuevS5h59fNWf+Pb0zr0jXjvGkB46Zdf3tv13y8DNvLX/3822H+pas3f+zWn90/jTrh9qfCOjnl+/unzz6hPWPwPufBfS/zcXxI4B+4aUl199667z5l956390XXX7J3QvufenVJTNOn/WHx/6ydv0H69/b8taGzYeO9omjhYe++mT3gUPf9m34eMvhvi/mzpucq3HMmDOgszt1652/6h4Wy1VaEjljJg9/J0jPiLw3ZIgmbaGYNRQT/cXJrD2dE+Ip3he0OdwGQKc4F7wtwzmgP49IYXOMyVxIUOp0sbuiOpwtcSfSdsC33WnyBRgrobM7SN6B46TK6dbXNjp7J8THz4iMm+rqGmpqbFeNm+y78OKWSVOyNdWWXIk5mrL4o5jLr3W4NYLL4HCBiEZFHzStB0SCiGO8ZL4uUdkSLqmjq9s53odwHiSZIyprg8mUEAjxgovUGUXl6/BTNofJRGsA06CLQflSdosrxAoBMT6acVlppwVMBrSR0IBChzYAlDLgGABN8MCwImCoylCoRgvhW85POkKML2KPpDwYodajBUBVDFNydgxaIE7ALBRoXtRgsYC6hE465xIAN6ANOZcdGC0NGEoOCinOV2/VAH8BygZDocmk0OsLRNzrEStu4HhC1tEWyiQmGsW0mJRiFJWn3h2n8wlGa6UkR3IaTzlAIpaNSq4AAwhn3gOMI8BkP7KcKhoIDrJaDucASQuH6b5XzlV2j4CJLQoB/QmTO2yHHoaspuH8gl/AGapQowKqAjEJjrDQFnhA8YQU6ksEaJejAB6mABoJpycS01qMiA4Rwjz8C8JV4AzAaGfACe2W2qgFRsuABsobLGaNycS5XGqjEdo5lMAkn77oooH7DCWDoLszZZlwPFZeXRVNpmyMGIcNgGbsvBaFc6FVbU31Xd3FDa1L13903+Mv/O7ZVZfd/tig8RflGidUdsx86uWP937Tt3jN7j8uXP/A48tfXrfv5XWf/XzW3+lxauuP2lMC918G9MIVp0otfRKjwX4B9D+x44AW7fuA/qavb8OmTU8+98zTi56/6oZrbr/3zjfeXnPhJRffetd9O/Z8/sFHO/+2aNnez48AoHfsO3T4277DfX2r1r+z9v03Hn36vhvvPvuSqyeOGltz8fwJJVVE+yB/Y4d76qzmaBptao+0dCYyJXwwivvDuDdo8QXxQJgC8/htgtskeNUjx1a3d+UBuKAcvX7OLlgZzgQYLS71AaBLy/2wzuQ8Hh/l9jKxeCgU9nm8Dt6BsfYiwYvE0khJFXL3gp7rb2saMZbyR5BAEKmo0La0kF0DfGU1jniWBkAz9iKGUzG8Dk5OskazTQOAFjNSciZvjPWn8GBGm2/E46XqXLVYzpXmC50ui+AiOLsVFLSNM3MeAucNBlINqLUwqJlAWYFzh9zQ/RcrTjlxmx0leJPo0bZjnIfMlCfztTlXyAE6HY4HTQ373UHoa6Mgq4HdlNtqD9LRjKe8Lo1aFToTYjQWkJROcOGC20JxepD5RjGfsplgWXcwyLudgBg9ZuTdDuCXlTmW+1hMLGdRm2x6OLPZrCKh5bDpLBYVMNpoLKIYFN6b1WYkGQwOgBZCLyV3BkLJvuYfNJnFcEB9W11ZbX7A0C6AoFpMH4oBi2UtDOIXTgJaG7AL38pJSuXgPxn6cubSEz5irRRDAm2JxGUxEhzWAGigMKJCgM7Q9phJcYKMPAsRjhdDvHGtK+JWm/Xxkhzt9CCFStrprmquC2dDepvofJdbBamtgutqtage0Ay9DTBfJGKhKJLnE8XFVorVY/AGCOA+PAU8nTfigYYnlUsmixODhg4ZMmJ4OldiJSnQ0cBo1mEHIc95XVzA1zxo6ILH/9o8fMLFNz+4fse3y9///LV3Dt7+21eGTLjslgWLF63a+djCd9du/grslTf3v/LmgZ/P+js9Tm39UXtK4P7LgJaSkZ6cPFq2H2T0/zqgT2D6p62PDxLKqUdlHQ0bh7/69vPDR7/q63vokUduvOvO2++9+9Kr5l9387XDR4/41fnzFi9deeW1t42ZMBOkNBzz+lvvLX9j/Yo3N2zasfPpxc/e9dCt8284a8bcoWMmtcSy+FkXDFq/8c9ltXRju2/kuKpksU0cpnNqwnGbN2jmnTpAJMDX6SbcXtLts7Z2JQcNK/EEUKutqKwyGo469CbEHyJBMufKPPlKP1hDS6qmPhlPOQMhh8PBE4QVUM7bDbxQxDngYKS0Ehkywnj6XNecX4XGTxIG99C1dbpcMZIvN9Y3u9N5yulXEgyC2xCCUhKk1kpqUavSSkvuV0wFsDZTCB9AKhppTxSpbnaEkygAOpHiPV5Cb0Q4AWiok0po6/U2lTz0byGtdpfTHfRCl18aPxQLXcvuZkB/WV3JmCm908+YVtdaSzpwkI2UQAgBvq6lKhj3ShkqdGbWCMraHxfKazM6c6HGgBjRQpo1OdzQ1zbjlBZEeqFGgahUIKJBPuOMTXLmFgAWwQBzcCdwHr1VpbcqxPJXnIGk4c2Y7A6UovUoVoRZldCSBSI8nI3ijNBvMFqVRqvWSmE2lrCQYl4ktVTO6oSUlveAQAa8AsrbBrb29A4+be5MkKiAV1DBwDWxNljIlc6nQITCT+SIDjluWi9NGZfrqsgQBEbL/gQwOAZ+C01XSXXWZrcqDAUg5AWfSywmi5MoQbAeh5xyD6UxwkGqMdFPrbHo9DgGgLb7ghjN1ba2Dxs3GmQvnNnhc0B/AiSz7JeXGh4xigMjrRhJBONRODPo6NrmZqffb6FsvN9BuWg4M+mkeZ/T7veAuLaxdl84nsqVheIpMMA0Y3eo9Qbe7c7V1HL+sIbg0zXtNz/457seWfjimm0r3z+0euPRl1bvveLWp/68aNPr73/5wsod727ve37lJ0tFQO9fuu7Az7Resgawu+d7639i/VF7SuD+NED/qIG+fn75bjFz9LJPn311J9iPAvr/2nIyhP+1Rf75qdYSyuVJLn9ff/3Nd0e/6QMZDPbl1yKXvzjy7aEvvzl45LtDR/tAKVc3tNx534In/vrXdRvWP/X8U6VVZbC9au3bI8ZM+v0f/zJoxNhVb7774bb9y1avX/fBxo937wIRve2zPZWt1SOnDr3t19fd//B1IydUNnWKKZ7nzR9bWe+KpQmSVYB2xmyI06cB1JowxGBCcqURwUVW1iRAX8+/ZvKwURWsUNjWlTn9zBE1DRHGrrS7xFi60goXJyijSVvv2KayqgDnMGG40SEwLpBu9iKWRRx2hGcRikLOvSA879LwzNPtw0dahgyhBnTZBnczkyYla5up6iYWdD2IYhsjTj+hWaPHx5otajiVETUYTEa7wObKouW1vnQpybmQQMzg8qtNVsRqQ0IRPBJnGIfW4Rez31l4g5HSgFbFxCQYBC3QoBwZFynJZ0z2aZgpPUhmWTXLYQ9gsAHsAEKB3JZDCKCbD/odwC1nlAdUATfB1EbRDULZcRsnOnaLtOoCteiD1pkNIDPhV5nyaH1HeSznGziyOVoM0hLxJ9hYiSCELLmagCtk4TwGaG/MVAHBKOC1h+JU7/hm2lFktiEuv9nuRhUahGJxX8CLFBbIMxURpTiXhJKqXoF09YTdwE1QpqCO5dFCeWBQFuxiZLQaiaTDoWQQKUJAUMt+DI00t1uO4pD90eLEcZseHlB2c4tFvnEjCFg4OahvuCi8wFgmhRQoYunSy668pay2NVJcEivJ1ba36XCrJxZtH9JTZDTANqJUB5NpRKEhOYFg7PCT2sYmu8fDOFxmgk7l8rmKMjh/kR5ekUEsY2aABpgor62cMG3S0FHDvWG/xmTQ4yjKm1U27ZyLzrny1ptr2jvbhvR2DhnnCuVQwtvQNpwWAtPOmDto+HBEpYBzWhkBd3h1pGARonUDxt3ywNOrNx5855M+oPCytw8sf+tkW/b2/mXr9i99c+9/cH3MlgCv39jTH9A/Zv0R/FPt5IzVsp2UNvqE/f8E0P98OTEN8fuLDOgvJTssls769tBRkc5gmz/Z+/G2fbfcef8Nt9758msrN239eNnqZdfcfM1Tf/vb6+ve/vXvHlm19p3x005//K8LFy1dM2H6nCdfWPjJ/t3L31p/6fU3Dhzde+4VF46aMeL0CycMG1PR1h1u7gydf8mYmkafSFiHWIxqyMgKgAVjVwfCVDYXdHupQgXS2l6JU8jQUWU9I0tz5Vxtkx/WvrCxtinoDmjs7qLyGneu3C7GQffkivOOfEWgs7s5ngp6/ZZY3FxZyUyaWHLLDWMeenBy7yjj9NPwiy5NXn5l5dw52d4RzpYmU2lp0dSZpV1DfblKSyxjShWzibTgdNssuByFZjCKC2q32zPZaGmFL1lMlVQ43AGdP2Kqaw7VNgBNNSaLOHVFCGCc14w7TCB7gZJWMVen2M2nncfGAyW/xzE6A5WAvLCWNaMcDGeSsgjJA1OwR1assCH7ggFtBimBEfBRJ+XHsIoVpzQKna5Qo9Fj4qhgoQ6xsoZsZbSuvTRVFqjvKOF9mBpDojlHvFRgPNpIMWtmEJugpN06V8TqjRKkoLT7dbVtkbJaZzRjTeZYu1tM9WnFTaFQyIxZQUdTUjkSozRZUSyhIk0wsR5PYQpohhYFhDA0KlYp5QXcP7BYSv3BSJNNxOg64/EESTKg5ceUIyXETE9SxLQ81wYYjdpQIHuyJFlWU9XU0VHd0Ob0JuzOhAkX/ImsO5ZoGji4rLE5kS9v6Oourq71JVJW1q5GLd5QjHG4KVYQ3AExBxKibGofKM0Oh65MEKCMaBCdpQjWogMHGhQHG0nFIukI42TMNhxjCFfKi6AFiKYgU1s7ZuacuZdcM2LC3LZBk53+CowKI4gBKVLNmHsG3F4sneM9kWi+buqvLnvkmWXL3tq+dO3OF1d+8uKKbUte39WfzscYvW7vf9j+24D+YeuntY/ZL4A+tpzMZmkRAf3tDwN64eLl8NW58+b/5Znnn1v00utvrj3a9/XiV5f0jBx58MjXt9513/DR4x994ql7f/374WOnX33THbctuHfR8qXX3n7nsPETL7r6qvk3XbH6g5Vvb1lRUe/OlpGBmG7wiJJ4Bq9pCEUTbLbE3TYglcgSoRjJ8LpU1lNVkzGiCq0eyZV5AMHekAEoPPusoT0jykNxtLLODZjGaaSk3FnXFKltDJdXe4NRS3tXPl+R4hx4MGzL5+3JJNrV4bvovAFXXt5e14i0dSEXXBS77Y6OM8/MjgRAN6KCgEyYku0c4i+rpXIVNJykpCzgC7BWQoeBysP0RiOYkWXpaNyTzgmg96ee1pWvcoJ+d/sNQGdQ3JygrqyLSIC2EAKKcWLGYfj7lwEt+RlQybkBulVvsmllUQzqWGTTP0ZHnOCvPAonz/KQUXjCSyv7XmWmA6BVBkORViuODRIixEGnZytiNa2lidJAvMRrIAq1FiRV5gumWZQuEEIYSiOUS8v7UW+cDCRoStBQTlWmQhg3tWXQiLKOQaXJYsFsUXi8jvr6+vLKCrVBVaQrlNsDefYgyGejNCcblWqtAp3DqZA/5gNSG6QwZzCHzy7PTJEr/snubIMUEK2RArRlh4YIfVOR0lgID6sQy4QfY7TeoucB+GEPNBWMIEw//cxrbrjzymvvHDF2ZqK0sqSuYfjEydPm/soeCCFafbaiOpjMNHZ2YzQnxkcXqjCcjiayqIU0W6lCtREp1BgttkAshkux6umyWLJUTBItxW9o1EatlbFybo4R7ABoRIukG3KedARRKGh/aOxpZ0094+JBI2eVVA52+EqqmrsxlkcUBcFU/LSzzgkk8y094yL5JkekvHXo9F//aenW/X07D/atee+L5W/t72e/APrv1h/NvwD6H5aTU5ZKy1dff/tDgBYZveGDT3bvP7Lx4x17Pz/8+z8+fuS77+ae96uekUOvu+WWV1euXvnGW7//4xOr1r792JPPPP7XRX9bsvTGe25btm7Vug827j/61QfbtzQNavnDXx+yuXQXzp80a+7A+tbAoGElwZg5X+kV3GZfEJ977sghI8ua2lKd3eWjxnY1t5Z7fIBFZ8eAiniaM+NIpoQ/8+zecZObk8U2QDn81sYi8TQlTQIkYA3QLK8OBiL2SMLV1V3e1ZWNx9CmeueMqVWjRngHDdFW1yNjJ+BnzIl0dpo7O/Chg/lkEkmVaEqrbVWNfGkVH4oRcDOCi/D6OStuEAFt0qKokWYIX4CPJOhwwhJJWrOl9nSOg/YgEDbHkja332QmENZtoJwmC29AGQCxOOcC/uwJDgc1/T00awy4WkazmKXeKgYXA3DBZF1plJLDoVIAsrxfDjo+sVP2EsiMk5wGwBcjiGgTLmYKBXCDVE+Whkprk54Iz/sItRnBGG202E27UIURYT0oyHwhiMNHUjAyLqOFKaKd2kyFK5KyBePWQNRmpRSARZUacbkEr9/n8IioDSWDzoAAshEAHUwEYONE3g9gNIhloDPcPOxEpRG8bHlG7hMUV2ThVcBvrVJMtNwUmaQ5KfJHALRokutDdhMDnY/l7C9CSqsqzjr//Kr65mG9kx74zWNNncPGTpvV2D2IcnvHTJtx5oUXjZ46/ea775tz3oUEL3QOGW7ACJc/DFzWGrDb77r/T088/fhTzw4ePkqlR8XqWQrRBQRtGHQ1dGYDSoCItsGrAx3tj/kFn8dow4SEuxDXIJqicGlpVceAIjPlCGYvvfa+7mEzsuWdQjDFev3+BPRR2go0pprWQUgRWjtg1B0PPb1w+QfPLd341OL3QEG/vuFgPzofs/4A/bntF0D/LMvJQP13LyezWVr+EdB93wP0N9t3H9i8bfeKNW8/t2gJKOhz5s37uq9v/jVXPfPCC3/881Nbduzetmvfu5s23/3Ag9ffftdNd93z/NIXXly++P2tm+/+zYO/fuS3k+dM/tPfflffnatuDIH+dXgUNY2BaNJWXR/1BW25vD+b52bMHjBoaCXFqnBSkS72ZnI+gwkxW5ShiD0UZdx+cziOB6JoJIk1tIbg+FDMms7ZbUwBxRVlShxOr87lQ41YIckaBJeRJBHBUdAzMHnatPquDu7iS8pGjDL1DDcOHmquqEJa2yy9I721tWZvGImmjakSPJrCBY84S0UKYqNJ2mQBoWfWWaxGirY6nGKECVwRrhJJkHA50YrtiRTDO3UaI0LwKgurMdEaAylqZKNUwEmElOjN0MholugsVngCO1ZQ9XsVSeRIA8Px6X+ypgY4ipSnzHKezxNy+7hptagIaBCDGIXBHpzDggDnjBdaBZDt0CpIuf9pjVlM7ca6cUrAHH6KdoKuN1IO1EKrcU7tj1OeoCWW5nLl3mjKznAozVjcbqfohi4Sp4rIM7CBv/Hi2IChXQBcuf2Q5xYapHxJWmm2ISrNqE7nU3I/IFOWRiXHuuzoUEtTXeQYPqOUXk6u/CKPHBpxo5zvFAzULlx65pzZTz//fHlNfWtXz+NPLmzs6PHGk03dA7VWPJ4rbRvUw3v9oyZNWfDwI4I3UFxWWajW6VCLHrUgCrXLF0QKlfBbfyThC8cFn8/GiWEnpAOHFgW0M84wrOAmeR4A7Qw4HV63hbUh+gIdg/qyiYuuv753yjSr3TPp9HMXLVv/+yde0uPu8y67hnAIQ8aNuvrWW37/xNOIDr/9wcd+99RLzy5dv3TdJ2ve/+ydLd+89eFXK9cfOEbkt/f9g/0C6OPWH82/APoflpO9G9Lyjy6OfwD00e/6wDZs3AL70yVlO/bsv3vBgt0HDuz9/Iv9h77cvO3TTVu27di799VVq6666Zb3tny07oO1X/R9/tnRQxdcfvFjzz5+uO/AvGvmjp/ZXVbjraj1eEOGnuGVNQ0R0Lw4qcrkPHXNoQE92RmnD3l1xZMLX3ykrjHN8DpfgMEsOq/PztnNehNid2nLql0NrRGwuib4rb+uKeZw6wSPvqou5A9b7C59cT5YUh4OhIh83nXeuaNuun7WrGktPQO9v35wzMXzS8ZOZHqGESNGOnpHeTo7mXy5vqndky4lBa846hgI28IxHliMWVWcXQwFgavbSJRmzTRrBHyDau7uKfcGzZygLqvylZa5rQSCWpF4xm5hlGZaZaTUMqAlZkmpOHFx1omM5uOmEUOSKXEWjOwrkNgkep8BH9DTl30dWqkSIOtigG4On10cNqREjaw/nkdfEt16ndkErDFYzKhNrHgC0Oe9DOchlUZErIvIYTa71cKgCkMBGLAJ1nKhQs5DuwIcyaM6rAAlC7UmhORUDo+ZdZigUSwELheI5gt74QbkjJ3AUzmKDlgvK3rt8RmGclCzWSpEUiTVlpXm4ClgQytlUJJvHp5O/ii3N+JHqSbh8ceXo+hQAHS8OF5SmZ83/9JFr7xy6ZXXjJ8yY8bsX5ms9ODe0RNnzqIEF+10tw4c7PAHfbHE2RddYiEZFCdj6WKSc5gsBOtwqfUmpzcA/1eNFgIpUCJFRe6gF6S9P+aDxszGcTbWbhUjV8RCtCbcTPIs5xUQY1G2IY8JrCuRGDFpypW33HHLfb/j/elx089FtERlU3ukONcztjdVXlbT2vWri6+57dd/+s0Ti596ad2ilZuWv71r3aYv1m08cgzQJ9FZsv4A/bntF0D/LMvJQP13LyezWVpOAeivxYKEB3Z/dmjBb//w4ivLTptzFuD4aJ84M+WRx//y0B/++MKSpa0DOp954flnFy184eUXr7vt8t2Htn7d99Wrry9d+vqS97e+OXJSx6iprYNHVHZ0F6dz3Jln986eO3LuOeOmzRz51DMPnXfRuEuvmtw5MDd6fNukaQNr6uOd3eXVtZl0JiY4ObUW0RqQRIbv7sm3d6dLKhy1jeHivLNzYFlto5h5I1/pBVJHErTDY/KGcOBmY2Ps+mvndHckaBwZOSx+7/2jb7i5deRounMQdt68utln5qtqjZli9YDB8Vw55/CoGLvSG7DGkkJQSsMvuAiSNuA2LchJhjPZaA0o5VCM8IVAV0NToR88rGbIsFreoS1QIFaqkODFulYYp8c4E/SjJRV8LA+GzGUZ05JpxbgFi+jrkIS2mPJNdm4A5r4PaKMUayzT2RN2n6iNAvtlLALI9BgKgAZMi4OE2gKxigptgvMDiOUBRtgv51EySdMCga0W2kJwBEhUzsmIoSBokd5SKHiIYJQLRFhPgPb6OYrGULPeRlmtUlCwGLQnFZBFpRmGcFeyB0NmtCzqZUArxJLbeljLLuYCjTjDW+4fALLhDuFIoDOAG5NyJymNhXKostznkLM+iRVVihC7R4hn0+W11azTqTVhrV0D5557gUJrMNtsIHt1AHOe15hMhRrNqAkTho0enSgudgUCegwzmDGH24MUFGoMRkShKNJqgcXecDicjFoZq9qkNlhMEsoFrQk3WW0WygZ7TLiFFFir3RbNJxGdyhEO1nV1FZnMJtqhMJEjxp/miRafe9nljz37jJklQ5n0nPMvveGu3zzw6DMvrd60adfX720/+uq6HX97ddPCZVteWrXje1De8z37Pwfo/glOf1qa03/VTk6rdNx+AfSx5WQ2S8spAL3v4Jdf9fWte+f9HXs+e27RSy+/trKmseXRJ578cOt22H/Pgt9ccd11A4YMXP3WG2Mnj1/w+wdSZYEHHr6ldWDD5p0fjJ06HNEiw8c3DR1bc+Z5IwcNLecEJWC6qS01YHDF+EmD17714lnnjbj4ion5Sndja3LsxI72AaUd3XmCUmMWA80Qbi/j9FjNVkStR5xeXUNLLFfmcvvNAPGxEzphHY5ToGRLKzy8Sw8MRTGkpSV50bzxjA3hSOSTLQuvuLLj8mua65o1+cqCy6/quuCi5rIKfVklli21pUuYcBwHeU5QRZzDkEi76hqzLi9OsTobpQNBxtr1OFnIOjShGEmyCiuJYDiCUwWcXeN0G90+zB3AacFEOc02J2ZzinWjJZzhwEcZ0CfoLLk7dGAAJnF2nwRc2cuskVILGaUUdKg4AChS70QURyDuB64Zjg+vyYAWM4tiaJFWrUVFrskZOwH9RXox86d0HrRIV6RF9eIMZo4qUBcZrSjJ03rMiCgLtCadyWpECb2YAITWg5o0WRR6tMBGGa1wGxaDw8nhtEVOLwc3BjcAdyiWDqAx2RUu+zFkT7q8Bx4EVP8Jr4icRVruKIjhemrxxuTE//JJCrTH8kFLzZKIZnHk06iiHSzcKlKISJ5i3ErTsUzG7vGUVFbKI4c4Q3lCoUy+BCkshMcfMGTI1Tde39XTM2j40GA0hhQV+kJhHQCfYSwUpUVRDP7pnDzO2MBYpyNfVWdj3BoDIXiDkVQKLidNCzR6E4F7Hn4gVZkPZtMTZ89yx+PQ/g8ZN+XJhUvt/tiUM+ZcecsNt9x/J+Vyjpt+RvfIKa+u++i1tz959c2tL7+xZdmbu9744ODajYdXbTjwPTTv+p7tWfbmnv4M/VntF0D/R5eTQftTl5PZLC0A6G/6xOFBqZDVN9t27QP4HvlWJLVU0vuzde+8Bxsvv7bqmhtvHTZq3CVXXLN52044ANT0lp3b77j/jvseunfO2bNHTxzWO7HjuZf+MGxMlzvExIs9BK9M5Kh0nnIHNHXNodETGgb05Fo6UjNnDx0xqlWjR7wh3chxFdfdfOasOUOnzhw0fnJHtlRoas2BmvMHXFZCg5OqWJLzhy0ki3iDpur6MAhqpwcd2FNbWRObOGVgSblXnMqBIaCFDSaEIJB8KZtNWX1uRXUlWVOjr2vSDet1nn9x4+gJ4e4h9rETk7yAhGJ6owXJltpJthAE+Kw5I6vrYqms4A+RdicIZwVQm+ZVQGfR7GICJqMZsRCFnEPHcGpoCVALQtt1zoDNyulZn80TdxK8RSPOtRN9ylKBbXEyN2BaYy5SmQrkWdcgcsWaeNLwIMALkzLZW46XzpP9HrLrQ7YTe/7RQE7iQJZCjapQWwjaUJbeUjxcAZhCpwIWW2nSxjEES4NUlCKmZTPoRRNzjeoxNcmgwGgLoTNbNZhFhxOi553mCLlAn0EatASGAnz9MZ8c4CxreZWUWQmYK7JbJaJWblrkfsBx57IYYydrajgedkIDBi9HDguRHe6yb0T0Sotpngxwe+6gV2XQwc3LmUaAvCTPWkkbZrOYLJgBMxrMqAnaYgK3Urg3GEhkk9nSEl/Yb7Ri0PxAxwIlMNDF6dKcOEJYWGiwmOFjSWV5kUYveKIE7QnH8/CCJk6f7ouE4HgzjVNutqa9vrt3SF1na1ljbUltTXljU+vgIcFUzsxwVp5TmnXRklQiX0rYvfNvuOem+x4FBf3BzqMrN+x6ec32Nz88vP7jr19dt3vD1m9fXLnltbd2v/T6lhXrd7+77chrb+9Y//GXgO/lb+1fvHI72Ktr97y+4eDqdw+dYlDxX7V/F6D/VeuP4FPbcyt2/KD9Auhjy8lslpavv/3m88NHP//yq6Pfib4L2bMBanrHnv17P/8CkP3+R1tgz6f7Pn9zwwePPP607JL+dN+BZa+/Xt1YD4C+/f5bFr3yt/t/e5s3Zh0+vqGjp7KqPpEucQk+HecWx6mcfmVxOdMxMNXenRw8vOyiy6ZffNmsprYM7Kxv9Y2d1HD51bPmX3XaxKldo8e3zD5zdPeghraO6mQadA5dWu6Ppzmn1xBPM+kc4DtbXhXpGdaQSAv1TRmX1wwMFTzaUBwLh9FY3JxMYAyJGLTiXBWPD5k8Iz2gx9E12D56QrS0WpctVVU1kHPPG1JR66lvjnoCRoD74GEVc88ZM6y3rjjvBl57g2ZoEoJRiy+EOb0mh8tIc1ow0NSgtRlWS9gUJgzRoQgAGmO0pMvijNjlqGGpAKuYURpUs8kmeqKB1GK2DSCqNEtFTNN8fIRQRrBMtBPWD8f9TQxFkMYJVQq9Qj6V+ljxPRWY2qiFzjtGEnIqJZDbPwRokdEEheKkmHdUzD6KGwDQNhKz0RZUnDkiymfJ5a2jHKQr6ARr7moqrytzBgTYKQYcF4lhx/Js7xOAlhktA1r2QYsx1EViIW2NFIhikDwkJ448rsfVcOecy16oEbP0gY620gTIXl/UJ9YqtFnMBGa0mKSbN8AGfJR3UjzNgUamCaVeDVeB7gJ0HcSiWYWIJxQoq6mBpwax3NzZmc2DDDdaSXfnwNE6EwnPPGnGNKA/YL3QoOD8DmfIa3PyjFugPYJNcHA+fyCVQTRaFWZUWwyhbLysoT5eUnXxNXc8+8q6xa9vXPHOp6+/t2flO7Jq3rdi/f4lq7e9vfnwO1uOvLX5IKB50coPXlm79cWVm9/Z8s3aD74EIq965/M1730BtnL9ASB1f9T+NPu/Bmi5dkx/64/mXwD9D8vJbJYWAPQ3xyUz4HjfwS+BzgDrbbv27ty37/A33/xt8eJVa9/6cOuO/YeOvPjKik1bdr7/0VY44NP9+19bvWLFmteWr3l57ORhrNs0bEx1vkYYNrq+fUAunqbqW4I1Tc503hxO6oNxbSCmE3yFroCqrNpVXh3kBHVje6B9YKSy3jXzjEFAyViKHDS00h/Gzz5v0oTJ3eVVoWDUlszawTIlzua2YrvTMHpcZ/fgmsFD60NRJp5ykIy6rjGZyJKxtLWq2tncEszn8UhElS+xdLZ7E6mC0ePjxXlNqlQ1aISvppWobbG1D/bGs1g4YekZUX7Web2NbeERY6quvmF2rtwO91BVF4im8GDM5I8YnD7RBw2amqDUdqcZjGS0vN3k85MMb1BoEN6DG21KM6tnvOK0QEkRi3PtgMXS5BRxvjXQGRgNe+SxO3GuoOTZkCGlkULovg9omVyy9UPzMUADfwHQAGKpGLakyo2FBVpE+rmYJxoOkISkGbZlQX3CRBGK6SXTWcQUnkacNBMUBmgmbGYrLk7LhK9kp4p8D4RUqBD08tzzz0yVJgHKcKFgIgCyGmBdVps/BaBBIMsuadHzIz0gnA1gLbrdpVQh8sAj0LlIJ1bYAlyGk1GRtqrCQDwQL46FE0HMajJbjCaz3ojqwGADPsLOAhWi1Ck0RrXaILZVYHJINcERqA11+r2IQsE6na5AQGM033jbPUNHTEMQ81nnXOkJpOtb2k04HkrE/NEgvFLCQcIbU5v1BEvaHIzRhhkIS9ewoRaWYbwOZ8QDFs8XJ/M13SOnvPvJ50vWfLho5aY1H+xbu/HQ4lVA4U9Wv3dw0YqPQS+venc3oPm5V995+Y2P1m7a9+KqD9e8fwgkM9gb7x9et/GIHDH9yppd/VH70+xfBfS/av3TLcnWP9O0bP2HAWV77rXtP2i/APrYcnKEnbR89c3XX30nujiAy0ckZzSsd+79bMlrrz365z8veuWV084887yLLn1u0RLQ0Rs3f3rkm76339sE2x9t27Z9z84rrrv0D4//etZZk0ZP7px7/vBYMdralQTGufxqgG9FPdM7MTt2SlnXkEh5HRPPoqGEIZLEQKUSNOIKFPb0pkur+J4R+VyZUNcUuXfBFeE4DsAtrRSaO+Ijx9SPHt/W0Jz2BqzAYgwvAEA3teYamrOxpD1b4uccpjHjOxpaI7GMuTRPNbV4ysotZeXmkcMTp89uHDEqFk8X2DgkX2tt7GTHT89dePnAbIWppSvYM7IUbiORBXIgrBOZN3/8mEl14yY31jb5/VG9019k9yA2FrGSCMXqtAaE5vQAZQuhEJxYriQQidv1KEJwBrUZ0eIqCy+ODZrF+YFmQI+ZEmcPgoLWWZRqtBAYDYA+niXjWOFUmX16yTshk/cEnbXHM2D0Q/MxQIMQFrUwJnqxxV9ZxMhihaFAPjNQWxwhxEHLi9VJlAalnM5fNqPl72a2whNB84ORjJWkLDiBmgHcqEZrUpukRBkyamU/jFGae6KT1Lo8Y1sOz0jk4j8GaL2UWRSOLK0uAektF8SCjwBoMd0oqhDdPsdeApxW7fS7EQX8c/ChRIRzc6L6ViL+qNsEDYZZb5LofILRYMBlADSY1qSR54vLyfzgZpwBJ3QdkMLC4vLy1q6BlXVNr7y2dtmK9++857HfPvzc3gPf3HrXfdWNjYUaFbxJ1sUKfoeY0Z80wzbjZKChxXlqwPAhJtJCOEkh4jJQpnRlfva5F19+471r3t+57K2toJFXv7931Yb9L6/Z/sobn8IGyOdnl25YuPy9S29ccMdDT23Z3/fGxj1vfvTZK2/sWPrGbpDMr725D7Qz6GhYr3j7s/6o/Wn2cwO6fzzGqaMynl+x8wft2WXbftB+AfSx5WQ2SwsA+vPDR/cdPAxc/lqK0ICNtevfvXvBgjvvv//l5ctuvP32W++697ePPLZh45bFr6zZuuOzL776bvmaNV/19W36ZNODD9/bPaz5upsv7B5acfaFQ4eMSs/+1eDe8dVzz+m55IpRje32uec3Dx+X6BoaqG5iy+vohnY3COeKWk9JhYNxIm0Dg/Gstbkj6g2aQEHfeOs54YS5uNyWyJlyFXRtU7CyNpjJuQCIviCFk6rO7mpf0BaM0P4QXVoeJml9W2dZx8BUotgcT+qq66jySmM0jiTTiqpqfOToeCKtAs7ma8jGTseoKek5FzR7Y0iq1Hz2hcPLa4VsGZktI3QYEoirvGFlfasvmkY9IQUckKsgfRGdjSmCi+oMiFgTiwMdp3AIllxJKBITDOYCI65QGBGNVWkgRWzpxVknRrksCMhnAPQJBS1mlTuekF5mmSww5al3J4I6DP+YiLkfmv8OaKCz0XqswLbk3RZHI0FHywN3ejHxhXhyGbKyR/v/Y+89wKyosr3v6nRyzjnUyTmfPqdzzt10N91NzghIRoJkFGQcRVFExxFzDqOiYkBQFAMSFVFMo15zIAsKiiLff1cBKmCY+8733e++43nWU09xusKuOtRv//eqtddiTaL8yaBDFSqpWqvQ6JQarUKhlEikfIGYwxWdSN7PolbGJDxCe+paa8tqS9kCrG3drb37d3ojHiD11wDNanBwuaqxsrqpyhlwgOxmJyEveccozkWngiVzN8RoMOPi4EDDQkqD+3MWzQynfeR+SvlSCV8mBaZPmFjGh5HEKTI+T8wRykiuVBz81ItNkB1dVKashC+VRlOZeQv/SrtjDzz0/DPr33jksQ2tHYOWLr9WodOdO2lCDjdPpVeS4BajWqaWqk5W0YXSt/lpjU3X1NU4efak8ubK4rqqkROmtfYZcdcjz27c+ek7nx/d/Oau9ds+3frWAejoDTt2fbz/+F2rNrz92ZHxsy4Ze/7FOz7Ye/VtKzfu/AzsZoPwgE7Ws7H1zUPb/3nkTNT+9+x/CtBrN395VjtTI7N2Jpr/BPQvPqd7N5jP98eI05mZQ/jjZ7v3v/HP/3rnvz7atmPno2vWVDXUXXz5kpvuuOOFTVtvuPXOVU88+9SzW1iI73jznYPfHv5418cA9MVL597/8PVLrppa3WSvbbFBn1bWOwaPKO4ZGPVGqOomTWmdvKJBHU4XOAJULCOJFcqtznytiRRYwT/1Vqq+JegLy/CoQ0c7fNxkiTia4da20NC5dU2xeIp2uNWAo8WmKCoNypSUwSxQagrCUVokyXF6oLjV4ZQolhC293aPnZBpatWA0dW1qmQhr//QpD/G84QLGjtdqXJxqDAvkoW8os6d1IhuABK+pbcvkhY4AxRWHL48nYXyRTmd/SLDxpShI3H5FNDOeqOESTEqU6q5eoPI6dJinSeiBPIcgSKPyGcDmVDHY14SQh6SxEl6ETvbm5XSQPMpQPOZuGZQDwhgi/KxmGY5+HNGn4HmE4Bm6Uzqg6hI9mocX22WGWg1O0OPJysQqwVKAxHsCoMUjfm5SdWMqcQwpVqm0shhWAGdoVLFEh4LaBEzm5EFLuvuIHqWyYLEZk0CBNFyfJ/D+1VAYwM5M92GLSilYRJGY4WdmwMFnSekwGi+nCPVSJUGJcXJpwrytGY95LPda0OXg/8SeqtcIuWCzgq5SIkeRSmWK0TQ1EAzRgBYQu/zmTel7HCEQ+a+E4HP7ItRj8LhDcxesFihocsqumfOviIYqerVe0imtNLscLgCPvxkBqve5rKY7EajTW9zm1QGUtHR5NST4lsmpc6h9qc8UqO0sKrkvlWrn37ptUuuuf2Zre+9++UPG1/ftW7zRzveP/zGR0chk9/57IdH17/+9fHj8y5d0dT3nEXLbmroGXHljQ8C3zve+w7Gep+hnQHoV94hbw7/Lfb/NqDPdGKwdqZG/m2l/PiLn5zV/gT0ic/pbGY+APR3x0gIx4Fvvtu+8+3b7v7H/Q8/uvOd9/Z/88358+YsWLxo+XXXbdjy8uTpsyZNnXvxkms3bXtr1/5vIJ8/+OyTdz/+55wLp95yz/LR47tHjmvqNzTdf3iiodXV3hVpanE2NFuGnRNvbDf0Gx4YNSnT0GHyxaBexdCnOjPFl1LldSabhzI7qMa2cN9B5SUVroqawLDRtYNGxapblJWNhvJaqyegcHnV8aQbOLbalZDSGj3HG9Bx+JTXbzKYpLRL4Q4IKxusJeWqPgN8l1zWe8gIb0m5YPr5taFozsDh6Vih0hsWlDcYvXEKliwTmZ3oJ6TuUL5ETZXV6jv7B4qqlBOnN6ZKlGC3P1bQ0c8/bExJQ5ufvDP0aq12lcki1xnEaq1ApeYqlAVymJojVoIFUjpk1TtJPAMgxU7tYxM9W9x6m9dodun0dpXWesKAaZZ3ClK2gwCLTVoP9adg8iWdYrTg133QLJ1hIkY+KwxinMsbtbMzy2HoFUBn9BCsHxzLUybTsCaSqSVavQryWaGSS+US4kCQ8AFokZQHTcqeiyUvWqVgUtaxoR35wjy0NlEUDyWDpIifUflrgGZVLa6R3R1XjStlS66Q6I6T+UkYRwfUvTiSStz/yEOr160ZPXE0jgztrLVJFToBAC2XCVVKiVolVamlSpVEJhdCVqOpADRbAJfH5ERlm0HxqHA6QOVSwH1FXd3gEaOnzbzw0dUv3Hzr4+lMr2kzlkTilbVN7VRurkAmCSVD3pDH5bWbrQa3j04WRX0Rh97K/nzmSGFQZhSrbQqukmsLuC656trrbl955Q33P7Bmy4s7PgWgX3pt97a3v4JBQW9/9+CG1z57/PnXZyxaXtlrYKbZczJRAACAAElEQVSuo7ixq2fE1JVrX1vz4ocgKVQzjA3h+B+M4vhX7UwnBmtPbvz8rPbYCx//S/YnoE98WByzy++PHWXsW9jaZ5/6+MvPmRCO7x9b8/Rtd9/3wubNH3z22boXnpsxd+aYiWMfWPXw0FEjR0+YsPjSpWueeW7wiCE73nz1rffeGHLOgL9cPm/GnNHnTuoeObahtcvb2ttR22wdO74GuCwqlSxa3DuWpjr72wHo+nYj7aeSxXLo62BMaaZzoZGTxdJ4RuEK8GsafS0dMaMtN5yUNXVaM5WC+l629j7hwhJLKGYgCeecSp1R4PRo3D5deWWCg4cwSqcz/pJyP6TuuZNrapvNVXWqCecVZUrzIM+nTK9uaqdjaYkrwC2rsYULRSW1muHji/zJ3FCarzRR6TK1yUmF0sLWHp/WRkUy4qFjKjMVemcot7BCXdloi2aULr8yGLXqTGKpMl+iyFPpuAoVRyim5Gqu3amXa4VAcCQbpoN2HnErCxg/plRrVVjdGm/YFojTWNJeg8WpMTo0Vg9JQ3qyaLSCzUYk15OKhUxiUvI9tCQ7cYPNTcHY6YAGmsk7QDVxQYBuALEzaI1lgyezmxLljqOxxQc4khwm0+nPAS1iAa0zazC6lyslIglfIOLCWORBkBL0M1mcuExOZ7b/8EW97pA7EA8UVxVnK7Ls1BIxE+zBkpFl9ClA5/JzNSad3eMw2ABmDW6Ogkl6J2Iiu5UnSxGy8pzNmjRqwqiqxqpsRSaQ8CqNomDKKVblS+Q8qGagmbzJ1MmVGim0MyuiyThAJ1doyWBCyGQvQVNxkwF3T8inMRm4YrHGaBHKND39R7h9GYqSrbjxfm8wReXkd/btcQe9WovW4aVVegWXj1GdJpmN+6Nu3B+hnIvBkDfq4qs4BpfWFjA7I54J088fO23enQ+vv+kf6+5f/TIAveP9rzfs+GL9to83v7Fnx3uHNr+5q3PQpO5hU+o6h5q8ySHjzi9p6Fmw5Nbltz61at07L+08QF4SvksYvenNg4StrzOE/WlJ0pP+q8tfphsFnU8C+uV9THroA/+HtnbLnrPa6o1fntUefeHTf8n+YwH9A+zYcdiPxH4ka0d/PI6VfQe/2vPV7iPHDn11ZPd9D93x7idvf7zrox1vvQ5GP79p08rHHrvu5ptX3HLT6AnnXn/b9dPnnXfe7AmZikRRVeKaG5dGCz3lNeE77r1qwaLzXn9r05VXL7rwokmz5g+de8GAGXPbisvFmWJRabmsp09g2oz6vn089Y3a2hZNtkpc02IcMDzT3hP3BCVyFaU15rZ1Bw005Y0UVNRbIilpU7t//HktgHJ1kw3sTpUogglBUYWhuNIaiCpotzBd5ACpaacmlvB6vLZQxNneuyIYVbf09o0YVzRkdDqYoPoPCwXiVKZMds64coc/56Y75vcZlKW9uY3t7mylorRW1aufp763q7zJFitR0UGuwUmZPbmemCRapDO581mz+XmuiNgZkqjMUFkU7dM7/Drar7R5ZUaHRGUQiRVCvoS82sLA3B1yJYuT0XTc5naCRxCMRlrh8quiKXtNY6KxJRsIGw0WsT9mt3m0BlqpNsvkRhkASl4bGmRQiDafBkCRanm0z84R8Tgigd5q5UshHjU8iYBRl6J8EZkxKGWmq+CkwAq4ySYCBYXJu0dmmiLoTPCnFVlcZnCKAJ3JvMwmAzlhPwsUITyVnW7s2zYRCa4owPZsX8KkGZHSXueQc0aMP29yMB5mapTIwWjWsaBgKpIwXUIeg0thW1cnOCiQqtUGm9XpzRcIdFYd6+4oryvzhN0l1cVypgptOBXKE1KsFwi3BT0Z7TcaHAq1RYwxionWYZscDuXyO9A8SGOby5LHy3EHnKx+B5rZRrI9HxqP+4bbKFLIfJFQOImfxo1baqZdrZ3d0Bn1rc16q5EN+cB1JYoSuDStSWeiLQVCrkyjwArO6Iv6SBLUfAojEm/Uobaq0GNJ9Yai+j4Ll92z48PD73x+9MkNb2549eM3Pzr83LYPKxuH9h58ni9WN2DEjIuX3hRMVo4cO6O0vrclUDZ44sUPrN354s59azZ+9NyO3a99+MPWdw9veP2rF1//6hfL1w79xvLMVP1nWTLFAU5WWjnw7MtfPfvyIca+OmXrtu7/4/b0tv2Pb9p1Vnv0pS/+LfYnoH84xnD50y/3wH44fpzE1R0/su/wl5tfe+6amy5/9KkH7rj/5u+PH12/cf0nu77Y/sYb73zwwatv7hw4fHBda+30eZNnLJjYe2BjbVvWlzB6oup+Q8sraj3A5dQZI5b/bfF9D/x90nndE6a0XLCop7PbPXhobNCQ6DkjM5MnVTY1GotKhEWV4to2fd+hsf7DMmU1tNUhoF3Q195YodwbzYkWips7vQNHZHsGJcrrTP4YL1WsLakypUowjpZVNdqaOwI1Td6KWhcY7XDLLTZlYSaaTEXLKlIjR3dV1rkdfipVKiqrU7vD1PCxxaEUxx/j1re5Gtr85bX2/kNLiiuNWgtVUW9s63G5o1S0RBIpkYeySm9S5giLLD6+2SuARYvN9qBEaqC4CgpLi1fsjqo9Mb3cwDc4ZHRQjm/khgK+PFekkCh0ugIhH88zcACxlsgWRtNJbzgIAEWTjljaGozqE4W2sgp/OG6EhrPQcrtXZ3SQLP5Ki0xv15hdBqtLb3VpVWZeMGXDn0AofzSsNZup3AKVHqrTQFJGMDO22VmIMiYHKdgBsMqY2oNsBBuW7IwPVvYSPyzjPBEysxZPI/LvWr4QRyCB1STcQkiRAuFiDjgFFWx12du6urr69zfRNhBQrlXmCUjKUHQV7KxCikfcygAlupCy6rpJ02aHYqUqnZPKISmNZFpZVVN5KBlyBpzYhq29HUwEWrubwukAeheoftwfs0vD1hJTGIQANHqmQNyPC8HG0cIIuRuifFw+ukZcJiuccbFYZ6ankyBopV7r8JFqKehF2IqxTr8bJy2vK69vqw8mgtidvTlYZsoz6Dkg821u2mCzxTOZbHmpRKXA7tgrkg6HUn78WOg8iqoK51+y+PaH18259OYFl928+sU3Pj90/KPdP7y0/cPVz7524SU3VTcPrWsbka3sGjJq5oSpF3b1HTl74RXX3vHEymfeeOOz4+/vO77p7YPPv7bn+df2PvHShy8yUD5ph37Xzix2dTY7BWgWylh+wxiLaWLrtn71x+3pbV89vnHPY5vOYqte2vVvsT8BfQLQ3x0jdujIt5/t/nzjKy/dvfK2q2+4fNFlc+YsmrZ5x4sPPvbA1te2PvH02he3bDp6/MeNL29devWVoyeOGnRO3+au6vr20mxViA6qugbW1DQHtUbq3PF9mttK+w9s6+lXV9cYXnLF+BU3TBt1bsmIkZnWNrqm1tjdE2xssnV0uYoqJXVtxrZuX3WTPZpWeYPKRNpRWROpbnTUttgA01BS2D0w0dzpg2ROl6oaewVae0ca2rxltaZsuR6WLNKFE+pARBWJmyMxZ3NLTVNzXU/f1gULJw0eUdvU4W3pcvUMjjR20PMu6hvPYkhOguecfs6k6b3lWioQE0Ot2zxUbavF7KackXxnjOOKCV0xsSMssfpFRjdPR3OZrPY8gDicMSfLHIGUSUfz+UqqQEKpzAJ7QGF0iQRKCppaKBfrLBYINDKxQpiPZzueSeOpThZl8DyXVERKKgO+kMZCCyMxYyxlMdvEcnW+M2AEekgif5vC5NQ7AjZfxBGIOQA1OqBRmyUgkd3jYgHNxzCDATSTzJ78CVoYDAJZIFpZFp9iE6NwyWZKktGf1ACUMnkzoC7FzIy+f8kwMiAFopj8c2inJ+L0Rkj1VYwPdBZDqrg4WVTEl4opTr5STyKOVUYyRZDQmUsUPRQ0mmR1W1NFpc+9tG36rMXJTE0wmsUVOfwO3D2elAeLZ2O+qBdbGmkDiRKRFcj1JK221qoyOjQqk1SozGcz86FvcAWd5OB5FBtbDXUPWNs8VlCeCQIRnXrRqtArGtqa8gU8YBq95qARQ2qb632RACS/J+wBmmkfjatjXTfsVBr8ZAa7AZcGjrsCgZbOztbevZkXjDK2Yjouv7mzOVuRwV2lOAW3r1z78LpX12365/a3d72w7d0lV9321ytu3rLjo8VLb96841OtNf6PVRuaO0cOHDF1wLApg0bOeHDN9rsef2X1xg+3vXd409uHXty5f8MbB57dvuuF1w78zA7+rp1ZLvZstu9kjdqDz2w78Mw2LL9m7OApe3rLgT9uT2098Cegf+dzOnj/6OdngGZcHPsPHYZ2PvrjsW+PfffhFx88/OSD5y+YXNNS2jWwFcsBI/pCL0Mlzb5gPnDTPaBP98Duex+6Z+DIPpNnjfnLFXPL6uNlDVGJhmpoS9qcwknnDSmrjM6ZN2n6zHNW3HDRPx68YvJ5rQ1NdE9PtK3N29jo6O6OlJZqSyvUNU2G0lpVJC1wBznRFKmNnc66abc0kVUXVWpLqg0gbL8h2YZe7nBSEkqI3UFBME6C7WBQ2SVVlrrmQGWdN1tKZ0s8sYS7pra0tCzT2FwxfeaIfoMrILeLq3QdfcOd/SJLrjq3pbcfkrm60eUNi3gSCnCPphXltdYRYyuqGs29+ga8Cb4zyrOH+LYAnw5JnWElzBFSlDVEIlkLHVRavFKzR2JwCvUOodEpFWsKNFaJyS3R2vlCVQ5HkgNuQkFDYUFF5gs40GjQaxhNAwTQesGoNVPq8QW1GkOeyyOPJiy0S6HQFHjCFqtHB+KwCtrmNXtCdl/E7gob9bQ0mHQBWDgyRJwnGKEKCpjs8hwGl2LIWOhrIMnsNLFzpgFE6FYSdq2V4kuHn8ZfaZ8dqOIyU8mxAcuyMxH828amGyVzBZmIFNpvBdf8MT/0slQttzidRrs9h1vAAhp0DsTJVYOYxBMt54jVpP6skTaCyHKNacr0C2UqW0lF4+wFC4UKoT/uGT91HMQsGozt0eDe/TvZyizsu1OtRUNK0+rEbJ+ks6lNDiO+wfGxSwGTXa+ivlzDFEgUMfPR+UwsuYCJfhEpSXUYg81Ce91csRD/n9u62rv69zh8LrPTjFZhxAPJz2GqdimZhKg4I5HeRi3j3KBrmprqWlrQATv9fpvbKdeqWaeH1qyXqGQqk6Wla0hrz2hvpLystvv6W1fe+Y8nRo4/v7V7+PLr7ymt6+4zdIrJlV7293+MHDd/4rRL+w+fNXfJbVMuXLH0piee3PQRtDPQDEBvfufrk2r3J6fEb9v67fv/gO1lDCusKwPLQ4z9JIrPrOX6G7Z2y/4/Af07n9PB+0c/vwT08R8/27X72x9Ire73Pnp/2+tbN+946bb7bpz/l/Mvv+YvIHV9r6qKhtIpM6e4g96LL7+kpbNt6TVLn9v8TFFVwhO11rQWWTyKxt7FVU1xT1CdLnLUN2U1OkG2OKzSckaN6XR5xX+5ZGxVnSMUlihVlN5AVVXbm5p9g4dmK+uNpbUaCFso2WRWD0DHMaK38rr6ZxJZJdBZ0+R0+AqiaVmfQdne/VLFFbbCElNFHV1UYQKsA1FZIqNz+UWRhC4Q1htMUqfLrNUpnG5jT7+aihpfYakRrK9t9qSKtUNHVQHHiay2qNwaL9Te++BSX1hSXutYsHiY3kpBREcyYjpU4IgIPXFZpMgApRwrpr1xvc0vL6kLhwotzrDGFdFirKCjBRqrwOyW23w6o1OptvAVRo7cQCYKAqMFQmEenwtIQUTzpUKhXAoDsCwus1zNCcaM/pBOZ+TYaDFI7XArzXaZO2S2uLUYwsuMYihEnU1ptKuNdqXOLoFIx/cgDkkwr1W7g0GuWAz6M+UBiVgWKLhguj/m80Y8gBpbXfuUiMY/7V4bliAd6+4ggcZMpgtsdiaCf9sglk0OE3bEQXCxAHQ4FY4WRjFuwIUzCe9VuHZ2TjYUtCvoihZGrG4LYMdOmGQcL8r+Q4Y7fRGt0UO74939hntD0bFTxvYM7o3LBByrm6oSRfFYJtbU0aQ2qVmHrwyQNGugZ8F9NiGf1kLe+IG8ENHNnU2pkmQ4FSqtKWGqF5KbIGYy6imYqTRM6IiczAkUC6F/1ej4vM761sbBI4e293RiLEJmoDAFZFn/hoKZg8Nlpt7orUaAGKOWcDIZLywyWGkqJ1+u1WpMJqVej17T7HDY3O5QPF0g0sQzNe5gxmgPVdf3Lq1ssXliydI6OpDkK80jJ86mRKaSmj52X8WchTe9/NahyfOvm7roxpse3Aj5vPHNr1e/9MmTGz99euuXP1O7f8jOjK84m+1hjLwb/DVAs6W1/6Ct2bzvT0D/zud08P7Rz+mAhnYGnd9+/53rbvr7hX+98LLlS65accXy65de8feLU2Wh9r6NRVWpXj1tYDTk85yFc/56xcVT50weMrpva0/18HE99R1ZlaWguXcxX0KVVQazJYFscSie9OiN4vNnjkqmbWPGtSfS+mRS5/dLIhFlY2OoqMhSUmFNFMmrm2ztPdGGtmCqyBSIaGJJa0mFj+T8dOWAyJNndJbV0Nlyc0tnFLJXa6JkasodEEL8RpKq+pbwoGF1Le2pSMIAQBvNMofTpFJL7Q5dn/61NQ2hjp5Ma2e8s0+h08cvq3YYbZTDK8BBisrteIwhscdO6uWLiHsGZibPaG/tDivNlNGdHyzUljUG6toLi2qCdEAj0ebK9PlKE9cbM1U2pWDuiElu4Io1eb643eRSyfQciTZfYSBPNRngFxSQQK78XIyCgS0CU04+U0tJIVHkObwqp0elN3HNQLxNbLJKHB6N1aXV2xVKo0RqEJHjwHQiqZqL/i9TGbV6DNjXE/Ip9VoqN1dnMeFoAHSegCQjhTKFloRQBaNZZysLZbbQFAtWLklGSjJ84qrzmYJSWIfcPhPBv21sko1cfg6OFk4H+g3rmblg5kVLLiJTY5RSgUyGzgMEZIzMAARJWeWOXRgHBamDBVBeftU19zywisoRP/bkiyKZ3uJwe8KeVGk8XZoy0gbi4yZBIGIIcLauCskKrZKhkzM7rFaXHYoVtwLCdvi5w0dPHIVTgOzJ4gRIjfvAZgXBcdhuCSqbDVtE16KzGGKFKaffS+XlWJy2y5dfseza5SA1zoIOQGfVsa9Y2WAS3Ems4CAWl8Vot4LCTl/QHYg4fSGjzRlJFmI0ozaY9Ra7xeHRW2gYrkWltSk1VqcnWlLWFE+VVdX1mr94Sayo8p5VT/Yeeu7KtZtkRozGujJlgy9d/uigcX+dcuH1d6zaDjpDLK/Z9Nm6bbtgP1O7f8jOnGx9NtvNGFb2P71lH+OmOMjYT16LNRv3/nF7ctPePwH9O5/TwfuvfE4Cmtjeg/u++/HovkP7X3trx70P3XvO+JF49mbMn9LQUTFkTLdcLxg4sg8EWs+g7j6D+/Tq6VVWW1rXVjlh+qjp88fNXTx5yLkdRhf0lKKjpwL0yS2gMkXBQMhaWZ2KJkhtpCEjWiIJUyRmNFl4Wn0ekJ0pcra2p+IZVXGlsbkjBIxmSuxOrzRZSHf1rRw2qqGq3gOkgs7+CCmbkik1R1PaRKHFQvODUXUya3R6xekia01DBHux8XYujyEa81msJIVxV5+a0kqvyycJxTRlVR6dKaexNQ6U9x9cnSg08URUSYXL7hIA8ZV1XpxizMSWbIVFa8vROQqsPkkgZUqWeiMZh8WjAny9MYuelkLPOoJ6OqDT2qQQzqG0y+RUayxSqY4rVJLZyeART0IUNAbRFicNlDj9boyFVQYd0ZhytJz2BHVaA1ehztUbSA1DsYwy2aRqI6BM5rDIodUsclJSVieSqHhMnADG8sqqxspZF8yaPOO8cVMm3Xj7rRB0bH4JJgqNDO0BKVCJDSkDWVhAA6M5PAoGWWqw61m3rJBJ8F/A1G89E8G/bUbaCISJmXJWBeJcMsvGoCRosxg0Jh1PIsnhcnEH2IRNJD2ThOvw02gG/g+Q2iUuA84OQPcbPIzK4b7/0b6cAvnFS65OZIrR2dh9FlxFU0cjUIvOBufCNYoUEpVBg+vFKAQDCLvHFYxH3UE/dCsYjVMDyqBzv6F9b7zjhouWLJo+d9r8xfNIpIqd1FBn05yyEeU4YB6/IIdbgB7O4fPkcPPwo4ST0UgqxkwEl8lJtmtS8pGNBcRNw9CEeaeqxg8aSaVAZLvbH4gmZWr9yHMnXH3djdNnzy+rrlfprVyRQq4xFZfVut1hjcaiVpv1eofB7LQ4fHZfcPX6DV1DRvz9zgemL7ry0Wff2PHe93p7Xa4oOnbWiguWPXDXEzuf2PjZoy9+/Mz2fVvePfr86weffXX/v2RnpiU6m+1ibM/T2/at3bJ37Zb9azd/RWwLcVawtnrjnn/J/gT073xOh+6/8vk5oPd/feDTXZ8d+vbrIz8cfuO9N+YumjNn4ewPvvjnoFG9B4zsdcElM4urkw3ttRh7dvTtCCWDarNi1MRhgYQzmKJ9cbMnpj9nUo/aXJAp9fFFVDrrnTJthEhKJdIuoYQaOborFDWDSslCZzBistOySNwaDBkrakJAsC8i9ISEkLQgZjiuTxc52rtKp88aOuycpnBCbbDmgMu+sAyy1+2XxtNWjSHP7hL5Qiq9mROM6guLnTIVhXWbQwYF7fHayFQFWUEi7cCWWmM+7RansrRYTtU1Jbr6lnf3q8D2Cg2VKXGE41raLfQG5f6w0huS6iy5/oTG6BII1RRPQUEjg8JWj87i1oKeMHfYWtGQxa0w0EqOhOLJckSqAqmWzP4gaZcFebm8fOBJqlb3HTywsVdreW1ldWNtZX1tOBkHZYCb1o7qcNwOKAvElEZbwBNirIzG4OkmOUilWpHSrDDQapjGJJNrhdFMgCPJCSS8w8YMxXgfKEkWZWKFCQy6ybxBJkcHxClWwCN25iE7L4N9Ewgpyvqa8ZOlSpJQl6AVNsNe+P6/HcUBuLPVACQaEnyNLyFCoW0BaCovD/KZBTSULzQpaIszAtCQ+Ra3UUAKdymkKu3aZzd09zvn9rtXLbr4ymtvuLlnUA9wD12P7dn8dhqzBrcUlxyIhYBmHFOqVkL8JouKoum01eVS6DTT5kxzBhxM3JuXHTHgMtE5qZi53Qpmyo+SScYkIplDFExOj9w8PtfqckCSy7VK9CsY7pidZgAalwYpzfpDWEbbvKTKbYGoAL1sUUVFIErSJwLQnX0GtXT0cXiD+Xyx0eZOF1f6QmmF1myzu+sbWvv2GeJ2hSiKR7uCkXghlVsg0uhkFnv7kFHnLbhi0869T730+bW3bJp2wT1rN+15Yeehre99DzQ/8vyHz7321ca3j6x64aMzEfzbdgaLz2r/ZkA//h8I6NMh+t/9nDYn8NQHp/juu+9ObPPjsWM44fFj3x498v3xox98+l9Hj3936NuDE6ZNqGutu2z5ZeOmjpp54cSuwXW9+tZOnjVmxLjB5fUlDb3q+w/rd89Ddy64eKYjaITAtHqV7f2r/nbLxaGU2R3Q0i6FN6Cz2CUgcqbYW9uQstLSptaSotJgdV0qGLWmMp6W9vJI3O4NaKCF44VagBhiVmfKM9t5kMNuv7KozJMotAUimlTWUlqJYaUKerm43F0EVRu3Gsw8pZYKhPW1DYl01qlQU5CiQH8i5XW6zEaTRqkWqLRAsxQghrgORY04YDhmcnrl0aSZIyCpjgyWAptTCD2uN+eT+ik+RSRp1tv5OlqgtQnVFuhZAfjLk+UViKlkSSSWDbrDdk+E9sddkLQSDd/i1vPluTavniPJ09v0npAvX8CTqBR4mPHMnzdzRktne0lVRWFptra5HtjK4eWotCLg2OnWxZKOQNBEu1QaHZnTobPItFaSzp8r50A+i9W8PD4llBeoTFL0hfGiSLQwAmDFs/G2rvZ4Jmm0m/FP4IwtzArqYR0kglgGm4iLgEPJmOz+gB0rltmZeyyw2F3AcRbo+UzdE3YDJhyN1BYQM9NMWGcIlykIwExOgWbnFzC5nsmRSboM4sqgCnKi6bhSr6cKCvRWM0YP0KcSUln8RPkrHJ8v54DpjIQXCqQKuzs4csy09q6hTm8MCGtsb2TdL2wj0XkE4oFBIweNmTi2V3eHSCEzO+wyjSZdUnLZVVctu/ba5vbehaWlEMUMytWQDmC02WmCAM+UF6IfcodcuBZmlhBxB6FzWr5iudqo1ZqNaqNerJRzRKSGt0KnQtcCjQx8i1ViXI6AiVPUkKB1Q66Aqm2pwYX07tfnoksvjaWzZtqt1JkuW3atye7Rmmzp4nKd2RFJFnX1HRaIph1O36zZC/r1HYq743QGNXqbwx3A1dmDUbM/OmjctPvWbH5m2+fPvfLVljePb3z9RyaaeN+Z9tyOQ8Re++o0O4O5v2O/zH//BWO7mLkk//8C9JlHYO0/DtAHDx48cuQIe67D3x4hswd//H7/V3u+3PfFD8ePHvhm35btm26797a7HrjryWefXHDx3GnzxqQrPOUNiYaOipqW8pHjh826YOYFf523/Pqlrd11i5fOu2vlir7DWgorffUdmermRCJDm6wCu0sCLHqDasjb1vbiptaikaN76pqKK2pSDo8OjK5vLgpG7aC5P6yOJPCN1uo4AWiHR+LyySprIiXlfqhpqOyGlhQkMA5YVRutqk0Wl4V8QT06ACAexIda1xl5WkNBOGaJJz20U6/RSuVKnlpXAECjD0ik7VZabHdKdUYOyI5DqXQ5GkOOycaFErfQQr2JC0O/EoiatFYB88aPJ9OTrM0kSQWTrggGbAFnJB0d84oMAi2WDevtiqKqBJk4l0upjUZPKBRJJdikzBhK9+ru/eHnn/KlwvaeTvwTIlok5ZDuQc2z0So7rfL49YGQ1epQc8U56AZIgASHUhjEUNBmh9YbpkMpP6yqsbKwLM06SWkfTTF1qpQGkkAOAAJtiXOZKQxIMgGpxZF0mOQqYoLPWOCyEpK9EMLKkxnxBczsPilTuQoYZR0guEA2VwbLfdaATqhmJovpibwW6JYwbmCEvJC4XAQcncVSXlsbjEcBQbFSCmUNtLGv6YjfgClKICDz1EUSpUaqMohkpuXX3h5NlprsTqhUo0NXwNQBwKl1Vi1UrdVtNdhMJM8ndG5eDquj8wWCTFnZuZMmBWIRIDWcCultOtC5uKqI9tmxgnsVz8ZsHitOioGFxWVmU5u6gi4oaHSfJtoGRqPNUrVcqVfrLAbWUYOjsXN/ZEw6FPJilkdyjJw//3z8pja3e8FFF+vM9sq6pqr6ZoMVNA7VNrWV1zQkMmWxdIk7EPvbdTdduPBi0Lm6ulmhMMlVRlB74ys7Fy29eurCS66585H1Oz55dvuXq1/6Yt3mr9e8RIKRn3nlwDOvfMUsf7L/FYBmGX0mVf8E9O9/Tgfzyc/hw4e//fZbbIBzHfz60LdHvwOgv/v+8MEjB17ZuWX7G1s/2/3JdbdcN3ri6Dv/cfczG9btPfzhlSsuvPeRG2+8a/msC8+bPHNcRUNpY0fd0r9dEky6lly96IJLpkFvQnU2dGZXrb29qj5qc4pptzBbZosX6gNRRXVDbNDwltrGTENL6eDhvQvLwiaH0hU02b26ipqEJ6CCTAbKCSjNHOhZh0cERheV+qG401l3eVWorjGZyjigl4vLAiVl0aKScDhK006N129Opn3BsI3kYraJA2FjKEKbrSqpjCdXcvANDmu2C3AKrTEfS0jy5l6Z6bOGDxjSYLLxmXZKLXYRw3e+xaZwevVKg4AJxmDozNTVluvkbOU69ukFuXxRnz/mh74rqS72Ru3RTEAgE4FNoXjK7vZ5w2E8/4FYjLwq5OQ3tLUMGjEECLj48iXzFi1QaiApKYGIkisLVGquw6XFJUQSrqqGkkRx2OTUi0jeIpLkSATiyfKZN4G5GLNjIA90QtZhnZ08zUYpsNjFNhRTjoSoxTyyC5iIFRY0gD67C4tjIZM5CH0MIMvCmj0aMAfNCKCzJ2IBzW7G+jSYCilEQQuZNHjMNHERW9Q1EAuhi+KKxdF0WiCTYB34Y4sKSplsq9ieJyNM55E6WEKd2WamvTqT12Dxe4MpjdESToUBaPSIbIEuNIbI/3zSaeEnwKmdfjfus81Nj5k4PlWcpQrygFqcfejoIZ6wG5fZ2tUC1YzWsp4cprUc3DdX0IlfjfGb5/mjQXeQRMhB45toC0t/uZZMhjxlzI9OwuxwKzBwwW3sN7Sf1eUoqqi4bNnVgPK4ydNkar3N5Q0n0tUNzS0dXZ5gVKLU0p5AcUXdqHPPa23vlymuKSppoChhvlBtcATdiZJwSf2QSfOvveep+59644mXvtj05o/b3z++/pWv179y8OTyJ3vu1Z/bT9EaZ+aN+237ZYqMLxjDyp6nNu9lQuW+YuynyLknX9rzx+3fCOhHN+4+q/1fC+jTM4ee/OAUWB49ehSw/vrwN6Dzj8eP/XD82++Of/PuR29NOX/ChPPGPfbUY2vXP/3go4/cs/JuoHnSrME337vsnodvuv/ROy+9anF9r5rb7rt51MRhmYpYe7+Gul4lzV3lw8d3eeMGjoSqboykspZkVl9UYQonZQ4fN5LSg9GNrSW+qC1a6PFGrEWVsbbuWnfIbHLIaY/S41c7PQrobqOFD0nr9IKbYrfX4AuQPKLBiClZ6HT7NKSqt0/ncOk8PhOWBhOprm21a0wWuVLNNVlFNofM6dbrDFKBME+tFRCPR6HN5hRCpEObOzwyl08RiOgqa8PoCaDx8Q3tkoHjWr0Q2+NoZptaqubKdHxoWJJRyKjC+JdNb2+0WyHisO4MOJs7Wtu62hPZFNbzRZTeTqpMQVjB8vlirdms0Gmuv/VWuVYLQLMZJx549IE+gwZ4w36P367RSxQqvkxRIBRSGp0A12KhVaGEh4RqGGUCFclqpLUqdBaZUF7AlizBmD1RFAezYOwUDGCIpR4jSEnAL9ahmoFmSF1sBrgQL0Q+YbToZLwzq6NP+VhZtwbxV+SRRPvBRAAiFIzjkdx7RE3jTzgalqcADZ0LXcxnKhyy+fDYZEbsjaI4HCovD3TO45NKrBozcbuzHhLijWET1LEZRNU67KM3+yCie/qPoHILMCYg01jMjJ+HiTlBJ4GLTZUkmzoagW+YyWFCA3B83NJQIpLHLzDSxgnTxuPmANA1zdUOPxlegK0yZs4OGgk6s/4K9q2jK+BhFTQATXudOI7WrIfYZ9ObMHSWYS/WsGOvnjYyp9FmihUmRAoFXyo9Z+yEex982Or0OP1+dMbhZBLDJolKJZDJ0D07AwmLKyLT0BQlqm/tZ7AF+w+fNHbaBe5kZW33yPlX3Lpy/Zvrd+xb/yqhMOTzc9u/+aUdYm399q9+Zj9Fa5yJ4N+2/y2A/jX7jwM0uAwF/T3j2oCKBp337t+zaeuLJVWZNc8+OnnG+NbO5nkXzYPio73ew8cOj5ky8C9XTl942bT69uKB53TVtlbgEVp23VLQZMqsscU1CbNbWVIbrWlLdw6sqWiIJrLm5vZoS2cwU04SNyeLVNFCjS+ijhe5PGFTaU3cn7DZ/VosTS5FsthndSicHhXtIoCGmAVD3QECaJ1BbLGpDSaJ0SJ2uNV6k1CqyNFhTKzganRiwFStJaWYNBiM6yUanVCj5yk1BUazFN9zeRSoXVIeLKvy+UKKZMZsc/KZIlUiHLmwmJapKJdP5vTK7U6pyUp2V2mEGi1JTi9RCUiKIouGZGcneXx0YqWcJxH5o1EMqCGjzA5rOBmHYZ1UHTVJO/v3qqyvpz0hXzjZM2DI6AkTDDYLHtqXX3+9pqkB2ALK8djjS2A9FPWZyXXJtXqRWJwjlecr1QKekFLoJEy5Qo6AyRGK22t1afP4pB4rRvoQ7MA0ib5gqnSj82BiIWRYAnwseSF+oejBRLvXToQnwZPcYDfk8nNxdnaG3iljPK2kxsoJ77CMByCChtCeZqeJ9X6wc//AZZawLKOZqdtYkunUaAkRxWIOKVCbS2Z7yzQaqVqNzkxvNfMkAshtnJ3xXBMXNpvslI2myOHwR48/T2v0QERTucLSqlp8WSDOxQYaixLCHOsWt7Glq3HwqAG4w/hFgN3yurIRY4dXN1Wz9WQ9YQ+OVlpTwkZ/Y4nNyIiBS4HU7ItTDDjYgQKuC+2BXkb3KdeqtWaj1WWHoQclAYJyDCyEjN6Xykh1BWLQ/uggG9sbmJcE5IkoLC1dsmxZvkAQKyyUqpW4TCA+X8DBxZLZLm5X32FjZy+6yuSON3QOLixvGT/9omhJi1DnmzD3ir/dvfbpVz5/+aPvX/7o2HM7Dz2+4fOH13/MQPkIY79g9InkGCdyEv0Uy3wmgn/b/gT0v/lzOmj/u5/TXRsnP4cPH/76668ZDwfofPyLXZ8/te7JxX+9UG9VX3/rNWvXPzFv4ZyuAV1Xr/j7p7t3v/TyS92DG7e+sfaW+5aVNySau6qrmoo9EWdrd1OmInH3yltmzJ80ZfbokRP66+yiRKmrpCboDknauqLtfULZClVFg761y19R74qmDaMn9fVFLQojjyenHEFtaV0MZDfYpRZaTrtUNocCShZ61h/W+iNyh0dCkoU6jEazDBrTYlMYzCLIZPxTJuer1GK9QWHEc27SGIxqk1ltsSlJ7nwxBS0M2nK4lI1W19RDtAQTGUNFrScUV8XTxkhCV1LhGTG6rblXGryGgrbSYhwZrFRrZGq1Uq1VKbRkbAvM4YHE4wc5rDYalXp9try8V3d3dWOj2WEvEPLzBTyL01ndWBvLBiEMg7Hkyzv+uefAdzPnLSqurHT6va29e/MkkhW33OSLhDr7dgGRpMxSHmWljUqNWKeXG80KpZJPqt9qhBw+xu82rVVl91ncUZcnQpfWZspq0mojKcKt1KuJK9auFzGJktFBusMOGePY5Z2s/A2UAEBFlVkgZvi5wweNHASmu4IugBiqEz0uWxsbepaEmvBzscQ6UaNAj1UL1QyukfxK3BMZnFlGs7NaWN3NfgmZyexO3kwCo7h28BposzhJMCUGBWaHg0SC51IkJxHDbrZ5xM1NkvOp0A14I165Ro8uzWwPzV+4dP7CJSa7E7vjgDl8Eo0HQ19l9Zjq2qorG8sMtNbmNbf1NOvtGvxp8eULr/z75bgJrNZmI1U0TIlx9DRsoQCioDknXD1sVDgbSYJWobsVyqUyjYp1bUP7M9lZf1ZZhmnwKUcHOjmobPTWVG5uLo8HRosUMghwXCN2tHlsuI24e8nihM3n1TpDFa2DDJ5Cf7puyLg5y258YMr8K6SWxJQL/37zQ5sf2/TJqg2frN7y5bpX97+w86tXPviRcW4cPmlfnzR2KvaBZ17ez9hPscxnIvi37X8LoB/Z8OVZ7T8O0EePQkEfPXbs+JEj333w0YcbNr541z23A9BfHz0wa8HUS65YtOrJlXi8Fy+55IXNm/GQL7l6wXufb73x7qV/XTZ3/sUz+gxpHzVxRCwbPnfKyKbO6tLa9NipQy++ct6shRO6h9QbHDx/TFZeawWd02Xi5t62li5Xaa2lqtFf25oOJq2FFQFP1Gj2KemwRmnlRzIukifIqQSgLXaJy6uMJEyAqdMrpZ1an98JEa3S8EwWmdkqJ8h26nV6JQxottmNdtpktuhAapNFCYlNqk8ZxdisgENZ7SoAOlvqrG7wd/XLVta5M6VWM52v0lHRpB5Ll08CQQ3ZrjMKiAbXKjQajUqj1pm1TAADqdEHPWiw0p5gJJIsTGZLwNyqhgajHYAWYqjr9AXrW5uFSo436vKGotnShoaWPlCF02bPBqA7+/Y9Z9w40CqRLYS2BhpYZilUUr4oD90MTophsc4gReNlSh5PQtzNQBgdtAP6g0f1m3L+uQ1tVWW1Zb26O3r3713XWhstjOhsagAafaTCQHKHsu5jpUHJOILFGIzjIAAKkbTMjBLQk0GwTmVUQVBLmEpXoDaroMnU5wJsrwegATI2vz4bncYGcrDrrMdAQGLs8nAo7MthJkOzPMUpcHaMErxhP3oyjPQFMowFuHypUGvRMtnviK+ASHUVqU7AeGlsGiMGKfaisiZPoHD0uGlSlbawrBAbYBhxqoIBpDS4rLMpC8S4MyIA1xt1NHXWkrepHMoZtIZSXmxJPDlMN8Mhxcsp6OhTQSysbwe3xRV0MpEhEo6Ih/4DoyIYO/uRLXHApnLlk+TR5JaKmMLqzJQfPfuuNRgPA80kjjA/l8rLYUIJmcksTOpBdCH4UaLFhX+7Y2VR48DytmF9z5lx96MvatxpV7JRak1fecuaF3YeeuWj42u27V2zbffTr+5Zv2PPKx/8QFIUbTtyMmnRT3mLTmSM27aPsdOx+8ftfwugH37xi7Pafwig2X/+SCI2GM/G0e+Pvf9fH65e8+QjT6xaveaJR554+I57b5tzwazOPu0z581YdOmiMRPHXr582crHH3zkqdsvu3ZWvMR+6dVz5y4+r7w+c8Md1w07d3BjR5XZpbnwkrlDRvfnSnOLqhId/Rt7D6gpLLWH03KLm4pmRc1dnkylxh+T1rcn/BGdgRYXV4ermlJVLcmSurDWJqT9aotDygIa5g3oYilLJKkCPZ0eTSBEQxrLFPk6gwiMNlnkTpfZbDbqdBq9QWWxaq12DQCnVIN6XKtdKZTmGC1Kk1WVx6FMNkV5TTSSMoYS2vaeoq7+Zf2GVJdW+/xRTXGFz2DlOX0Kq1OiN4s0BqFGD50O+UwAbaZNYAoGrXgOOSIRlF26uKyhtV1lMFhdLqVeC/mMMTITBmCUa5UQdGCiiabnXnjxOWMnWxyexl6t58+bhecfRC6vrcZy2Jhh4JovQibFydQSriBHJM1XqAUyBRftt9g1Sr1YrhXjOLkCKp8pIRhK+UurMYgmrgPIN7AvmMDohLwKgwUTAVZBC5lJyTg4i1qIYjbSQ20iMJJpFFCIKoMG5gp4mFBlO4YFGhOZVAJ6AmpippyglEm7DFIzE6yjJofRGXBAdbKzPPC9iik5CEEK/LGwJvjWS9BgfIkeAl3R366/acjI0Uqdsc+gQb26e3PFfL3VyIIPnQHaBtIxcSBcqVqOe2um3ZDc0VSx2mDBACWcCivJJB0ltDNPVoDuh3V0SDRCZ9CO+wzJjO9xc7CiMpFUnzggWotGAs1YEo3MIU4hXAva2T2wq6a5mh1nkMFBHoV2Eqqq5VDNgHKBEN/nANm4e/jR0U78QGwuDtxYNoYapyiuKWdrgZO3vgW8UDyl0OnQA/mjQXR72MBIGxVMCbHqtqZ+oydPXnhlpLytsmOYMVBc0jw4WNJbas1MuuCGR178eNO7P6zetmfty/vWvrzn0Y1kWgqZYL3lm5NTrn8+8frfBeifG4tpZv0koNcygF67hdD5/5Mojj1ntYdf3HVW+x8D9OlA/e9+fgli9kNA/Av7/ji7BJ137z/AJkXaf+jgvoNfffj5pxu3blm97qm/Ll166ZVXLll2xcNPPPbFvl3PbHhmxrzpk2aOXrnmhsefu2n7P5++5b5lG15Zs3r9Q+19Wx9+8v7WnurattJA3B9JJW647bbnN700asKoxo6agSNbJ8wY0DmgrEBCpSvt2Rr3sHHtE2cMTmYdyUI6WeiMxCFKlSa72B82l1aFi8u9RWUei03h8Rnbe1dV10djaU3PgOLSSqhSo80hM1klUMdqLZGcZotepdbb7A4qh4Km7tVREk/ZHG6l3aWJJQNaEzOXF0pKRIWSzp7B9TUtKVdIR/u0No8aRvv0dq/O7FTpbTK5ll8gJIHGBpuKwLGAUmjl6eIU0IZHF4NfDGMxpDXYbCVVFcmiTENbU3ltZSwTYyZBkFwQABAeZjzDUGd4RPG4DhoxZNT4MV0DugafM9gX9UH8tvRuKa4qRpMACGzMhiUUiCClKTF0obKAUKaAUptlJqceWkzMhB4z7+JIFs3ugd3oKgBo9AToMPIFPCYZcY7VbQV/+UxIHIb52IvJhUSDg7m8fOA4VphIFqUNNgvG8rgQaEZPKBBOJu1uP5VTwJcozLQLPILow7mGjB5ocRuhVWF9hnQ9vm4VmjRh2vjWrhYM2+PZGBsRQdKKck/EPoOSeUIiUc0uA/QjTprMVDe2DLj3gdWXL1vR0tHd0tmJngAtARBxMwE43FWZRiVSSCBa8X0evwCdRKq4MF2SwQY4OHlzyLzNY33rrIxlXQ0yklpEyCT1J4MbwJQQX0B2YQMEFSfrN4qZJKunPMgw1snOHpBxtZPAEjY0EAdhJvWQeT1CZsoPuw0rn9ESyGez2660GKiCXIrP01jsPCmQLbV5Qnr8J8wj/z18kUgOh6/Sm1JFpXKjacK8eYuvvf7ia27qGDJ+7iUrLlp+T1HTiMtvWn3furcf3fTZE1u/XLfz620fHX/m9UMPPPfhwy98Svi46dBJJftzPbuX2C/A+lt2JpoZ23fWJM6wJzeRidqwJ05bbtn/LxmL40c37l7FuClY2fvQC5+fqYUZ2/XwC3vOaqs27Dur/d8OaKD5Z/b9D8e//eEYKTP4w9EDh7/e9tqrV1yzHEPyq1esGHrOmMnTZ1117Yp3Pvjgu+Pff3ngi8uuvqS9X93CyydMmddv6XVzeg+qGXhO+6XLF046f/xTLzxx7yM3z1o45dxJ486fu+C+laseXPUEDvXcpvX4sqN/7cwLxwfTlnSV3xpQSvU5ZXVhtSEvENFV10araiJQykpNntEijiXtOlOe0cpTqDhqrcDhhpbiKrSU3VNQVe+Lp80Ot9xsEwPQSlJNSqjVqoUiWUVldT6HmjN/XCpj7jeoSiynSM77qBvcBCjVVg3YYffrKxuT4bTdGTLZvHqTU210qMwuncWNda2Bxj91OhtZkmS+TFwzdGK2ImNz0xBWUrXS7nHJNBqM1i1OGuIX4kvN1AnEXtiSMQOMuDWlXOJPyKMwlGazAuHZhoLzhN3eiAffyJnElSAFFKLRSfIfyfQ8jVVi9eiURhFPlofxu9Vj0tvJCy5sDFrl8nPRVUBUAnDk4ByoayqRzQK1aqMeyIYyPQVonBEMtbgsYA1aW1lfi+7EHfSSMJHc3Dw+X6JS5XC5cq02ny8VSNW0O6IzE5fxoHP6Wj0GdBIDRvRlMxr/9crFEMX9h/fZ9vrWtc+t6T+sH3QoLhAXznR+OgCaLW8IRuPsELYANBopUVjMttiDj6y7/6Enba6ATK3Tmo04RQ43D0IeaMadFCkUWHLFRMOiu8KV+mO+YNLHilw2XI+dREOuiwwOSEwF+z26Q/RS4DtWMDrBfWBTToPaUmbSjZAJ32bhju6NpTOLbBbQLH/P/IbHFOE9RWf2rsqYSjEqiyZfzBOo5VyFRGbQW1wB/IRcsd4byTZ2dBlop1ihLqmsLSypoig+lcen/aFgcUZiN2vdvic3vnLXqucrWof+Y82rNzy44elXdy27a/35V9x76W3r7nvufWD6hX9+//ybR88A9Clvw78R0KcncYat2UxSHa0+07bu/5fsvwXofWfaIy/uP6v9xwEa8vnzvXu/OvLNkWMk5u7elQ+sevLJo8ePv7Bp6+33/OP6W26/7uabr7n+ujvvv/Pmu246/4JJ46b3HzSm6aobFvUb3hpM0f2Hd48YO/yKay/rO6z9iWdXbnvtlT4Dh4wYM373gUOvv/PWqAnnzF44leJRtW3FdEBT3Stb3pyQ6qmiam9NUzieNjo9Iqdb4g2Q2tv+kCkUtWLd6VEFQrTba9YbxR6/urDEEk4os6U0gG6lxQA0UK7Vi3R6ORS0Rqsv4HKcbn0kbm5siQWiimkzhwwf3Zv2mtjXQQB0vohSmUWesEVl5DsCJotbq7MpSUI4m9Lo0ADQWIpUfOASQBSTibwkJxwYF0oGoU+BP4fPQxR0QYGJttFeNxAGwSU9WYqJ9QlgOIxhO9aBYEbiCTDKNtIG/IlNAcG6BfhMiDEhu1ULnMWyfvQZCqNAa5P6YjTtN4pUXI4kB4cl9ahwfJMKSAKjWVHJej9B58LSYjLEzstB58GTkHQWpwCNFWYSIJkYDZUNAmLYjk4lU1bGvLWzX3vj9dgLlC+uqPGF46AmDgXhvOHlZ6RagcIgdgRsmYrUjPlT69qqgeBpc6cs+Mt80HPYmKEPPHr/C1ueZ8NC2CyjLM5I7B0TdEHiEQ2aitrmuRcsGT95VmVdi1xjEMhkvbp7X3rlZdDyFXVV2fJSp9+rt1qh6KmCPNxkJmqCRFmggxQz+UPkpFALeTvHAlRK8osqyKRwDZHP6AMUOiLAAWhcCwzQtzhtbGo9NlCEfaeHu4HWnppedArHLJHFPwsxPMVoPhMhfgrQ7GZEhhsUPLlIbtKpbSaT24WO2mD3ecNFvXqG+mJJKjdfb7GnisqKymtnzl08adpsfEMJCrzZRFlba75So3aEr7p55TMvf7zymTc2/fPQ0jvWLr1r3aotn659bf/6t45sfPfY4xsBXzZd0WlJi/adsK17GTu9JOuZdgaazwJoFs2snamFz4TvH7E/Af07n9PD6Mjn2E929PjP7ej3pK7V10eP7jqw7+C3h5/buGHyjGkDhg277Z57Xn3j7e0733r/489e2bnz0TWrt7629dM9n7zy5sad72+afdH4waM7uwe3XnTZvGc3Pg1233jHDdfcuPTvtyy78fabh4wcPX32/E937X3t7TdnzJux4OK5rpClc0CTzadT2URmn3zU5O4HHr+W9vGKK619+hf36V9aVOayOWQOlzad8fuCRnDZ7bHa7HqRJCeRdvT0L8+UWr1Bpdku0Bq4oDOZdOfQuNyWYMgrlkoMJq3RLF18yXnegKSpV6yyNugOQNXKwRrIW61dw9RC5WlMEp6Egnw20EqlUcLW0gaj2UwXUNlgNBucgEcRgpfN1anDeJZJRAcumx0Oss54gZk0OsRI+W2m4BP7bkrMFKhmAc06iGHOgAO4V55MAaEhedSIJxcU9kbtFo9GpM6HoedA27hSEtDGOg3Y+F+WSkAYFLHGpKO9ToPNAu3Z0NbmDvpBWyhHKHpmxocAiOQyqfexC+RqHp/ri4SwVy4vX6HTsO3PlhcDbUa7efW6dVRO/pbtr1GcXG/UQS6BS42aOAxEq22tmr3wfIGC23tA+/CxQ0qqi3Gx4P6eQ7v/fvO1vqgXWyaLkzk84kQ+cQdOTiIHKKsbG9G7g/4coSReWMQVi/VWc21zfbIoDTlf1VDnj4YtTqdSr0X/QcYoGkJVtF+qJQHXZHhhULJTYMhFMYmKMIbAqIi9FRDd+GkgxgUyEQ6iMRlwTwKxEACNG86CmHVrsB5nFsSnjCWy6Jcx4KcwzZKaZTS7wv5wQrVYbdFLDRooaK5cJtOare5wRX3HqAnTQ6mMNxqXYkzlcGdKq1V6K5XL0dqsOq+FEuZovbTO6ylqbGsbONqdqLn6zicuuOquETMvX3b3umfe3H/3M2/f+uTOp1498MTm3WDlGTk/f+aR+D/1Qf8qoNeeYWteJnYmgn/bfg3Qv2JfPvT87oee33umnYls1v7jAP3tD8eOHDv29dFvv/n+O+hoyF4Qec/Bg9t27Pzwsy+hqb87fhz4/uaHbz7Z/fGdD9x2z8O3zLloavegts7+rZNnTuga0GVz05UNldfefFW/YV2Tpk+56toVq59e//b7Hz6watWFFy+6Z+U9y65bOmfRjDGTh40+b1hDV8nS6+a09CQmzujV1OH1BrkODyea1BeVekvKYsWlca8fwlkSCLqjsYDTbWxoLho0rClRaHH5ZEYrT6PnmKwS2qmhnVpI7GDIozdqzDYtvrx06fRgRNHRky6r8giklMbCJ34Di9TgUpPKfnqRQocxNU9vxxhcItMJWakIHQ0Zq7EowUosWcXqCbsz5YXRwgiUr1KvDiUirgDJqgH5CQWts5ig+DAkJ5oRSk2aLyJpd+TEQek05/LJzAsgMo8pK8WG3LJBu6xLRMtkfGeH7cy7LzHaI1CQ/B4SDVes5kDvYx10zhWQtHM4DgQjm1yNnUFeUlWG4fx5M2eAegVCvjcczOMXgFys5xSAY6OMsReg7AkFSEpSTi7geMFfLoqmkxCbsy+YCwSX15Vv3v7y/m++mTrrfIx14sV+jMtxdq1VUViehIj2Rl3ZynSyJDZ41AD0VdVNVdDR9W11Q0cPQcO8ES95jcnPZZOIEscOh82TR4qhQLyTF5Wc3ECM3D20IZFNEd2dS2lIQT8bRiRipVJl0KmNenZqNZv1lImkLpAwSaKZSoCEjyLGCwxAw3AfSKwe82IASyhoaGf0PWA0W9cVv5rZSd494CCsupcw09l/TuTTSP3zb1ihzWL6FLJZWHNkPKVJmycRUNycPDE6ALMnnK5u6ursN+yuBx8OpVOkH7LYc7lig9VVUlkrVMn1bpPGrc9T8hNVpZRILDbZF155fa7CHi7vZUvVtYyYfv7lt0295NYlt6x9evu+Le//yAD653Yamv89gP45ms8ENIvm/1lA/5r9rwf06e4N8vktF8euffu/+f77wz8c3f/Noe+OHzt6/MfvGCgDzVDWh7777ot9ez7fu/vjLz99ZsMzU2efd/PdN8y9aFZxVVFFfcX0udOHjhpeXls9bPSIV99+uVefluLK0hlz595617033nbnXfffj4NsfHnzgSMHrr9tBf4aKfJJDLm3/GPJxFkd2SptdZOlrbe/tSOYLbO5vEq31xiL+z1em89Pl5QW1tVXVtcWtbRVNLdlE4W2WMri9qmstJQEeNAqo1lmMMnNFk0k7uOLKV9QX1rpbekVrah1zV4wLF1CG2ih2sJXW4Q6B8kGpzTK5BqZ2oAnRgQ1LVbzAGjoaLCbDeECprEkgGNS2lvdFkJng6KjT28AGlAOJ+PxTIakcs6lAAKLy4LNwGXo7pMSTw58YBfWWBF9anQM6ODI7LwJfE+iCFj/gCyP6TD4gDJfnitU5gsUBeg/mJp7xJfKMDqPndjGEXNwajTAaLdOmz3z8aeeiqQSzR29fJEAAH0i2MBA6qcUkBQWAiZJdC7IBYRBL7d0tmNjyFscCocFhsZMHMuTCC74y0Kb19zRv/bKFQvdEQvFo9xhBwYf6CHsPgvuTGf/XuiuwOWqxsq5i+aweUqBZhJJLeBA//KYqrhMgoscaFvaR4fTvvL6DHYHKElsA8YWSimUPprkCfnQbQDQ+QIB44kGqaUas4bLTC9kqhoWiElhKgV6wVNilkU2c4dJECHDZQXOi1EC48MhhV9VBg1+Bfxw6E7YOHEQX8gMZVgVzDL3FIVPgfsUmqUnX0Kyfz31XlHAzHHPl3AMDovCrLcH3cny4tKapsb2vm3dQ8rr2oaMPveGO++YMHWqVK2WawxGmxNDB53dRElyuDoOGB0sibtikaKGxobuQXI6WNtnRMfIqaPmXLZoxf13rN7+1PYvn351zyPPf7juZSbemZSbYldO2okI6NPjoH/NzkDz7wD6/9y5wdqvAfoM58bvuDhWPrfnrPYfB+iDh4+Ay7CD3x4+cuz7fV8fBJG/3L/30927oa32ff01kM3YD5/s+mzLji3bXnvlpW2bliy7vLFXq93jAiAmz5hx9Yq/L1+x/Oa7bp63aEFxZeWCxYv3Hjq09+A3n+/d+88PP/z4y8+xfWVDxYiJg/uObLnujouGjqseNra4vpclkRWmi5UVtZ6yymAs4XV77CazLhD0+ANuj5f2BxxOtz6asHX1qUpnnf6QjnYpyDQWWgWVrdaKtDqZwawoq0pI5NSlS6f6Q5Jps/oVV9A2t4D2K0xuicrMU1klUM1EE0kleosBzz9fTjJ5gtSgM4ytci1WC8jLLoZxHCYTEJ7zososdF9pdbkvEmJnAzr9Xig+vdUYLYwGEwGHn9bbyVspJuQ2h2IqtHKYiqgCJkyYnWkN5chhJvixIBAwKY2Iy1gJ4+hsSuhoBtCksB6+lGiI6GYTgfJIMao8Nk6ZzCURcpmqpt4JU6f06u52+DxUXo7D52IVKIGRmeTfYNaFIoUEzQadJSpFNB3vO3ggAI2NQTFoTAjeEWNHFFcVY190FR0DqmctGhsudKPrAqOtHlOBOBctB6yhphNFcWwzYHj/t/7rzfc+eZcEnOWTcouAYy6PYJr4hWXECy9WkrmOOQIqnLFZPTpQ3hV0/j/svQeUFNX27189nXPOOec0PTlnhsmBCcAwQ845RyUnyVERA0gGQYJklBwkg4CoqKCoSAbJwvz3qQIul1au+vy9t97731579arp6amuqp76nO/ZZwfE6AjMHfTCaFdQVpTZsIFSr4UZCd5Ll4nKKukVBD3h6yB8JqCU0d6eXS4WKikngP0Qjg44NVDQeD8UJlAe9RWkkom2uWKUWPS0pihQFf9DtIJKMPo5oAn4vvQKsa5IRGoT0SBEwByxqwgORWnSauzmpAbpxU0qcwrLc4urGhRVB2JT9XY8tp1M8kQGHN4A0JkjEom1UrPfSBZhPA0bZidGjyWQFIdRqFPeW1DTpc+bKzYs2LB3/ob9x79/8NXV+vX7zi/e+Pmz6kgvF0t6aseu/UkLL5OEDBXGu/672plYEtxw8GULR/Cr7b+A/g+Pl+GMHq8A9JO7Dx/defQAFDQYbJw599WhE8e+vvAdMBoX0fe/+/GH2w/u/XLj2s17d4DjazdtOnn27M/XrsHz2/PmLV+9euMnn5RWVby3cF7bzu2NdjNMWgcPH7plx45V6zb8cv3Wvd/qb959cPjk8QFDByxa/cH098aNntqjx+BG+Y2seWXG0ipn0+ZxVTUpmTlBX8BqMmuzsjIqKsoTk2ItVr3ba3K6dZWNc9dvWuSP1FvsoKBRGovJItfqRUhB6yViOVOp5XCFmMsnjo5TFjeK6je4tk2nYmdQaXSLxRo6X00HCiNRyWQpNGpULZNHAiyCfEYtWVElT4Rm5N9QCwjxRdyToBZHTRipNetBlzF4HJiVRycmgnQFHLgCHhBxIrwnntqsIBzKoAGBdLxn3VcleAFiQk0z8Apzz9ktwOsQgUhH9dUUXBg/QNEDEwHQAEc6nwJQg/fAbomuVERhJjyQjonh6WpyrZpEp4qVSofPA3zEqCTQm7gzBCVGwzMF1Qvl4BqTQ1SjN9hM8anJ7bp0qKyphp2Dgobzhd2ihUcqlpwdwxRjQnVEZKLLG+0AOsM1gSOBw4MThO3S6hI4GEDt4pWLxk8dB3uAv4KBCvaP0WhwMEBM2BU6VDFKKM8pTojgYLFpXoNDCSMBnC9yKAtRvo8/OugNBVF6IYXCFvJhwFMZNEqDEl8GFMJREaudcL4A6OdwZKB6IEhEy3VyZFrUoUpj0sG3A3uA/ZCZdJRjIkHTIGJxj5DMyDUBwvzZKwSOCToTs5wXAf0cyuhI8OpIxPcI7yEATWJR6SKeI+T1J8TIdEa5zmZ2RcH0xOR2JeekO3wuGLfITKZEpYLvSOcwYCxMbhEwpGR3rFNhUcClcMdGO2JijaHYUW++N2r2B817DZ8yf/3qXWfX7jn3xaV6hNdwLv/PA3oDHlS3/rOXLRzBr7Z/CtArd1z+Xfu/BtAvQ/hVD4TmJ0/qUaXn33AuP6x/+ODJg/uP7z94dOfBw/M/Xbz/5DeQyd/8cGH8lEkr1nwEhP3p6uVdB/ZdvX3z8s3rYydNOPvtOSD1j1eufLJr7407D67dvrd4xaoZb8394ptvfrlxY/nqVV9883XTFs069+zauK4pUL7PoEFz3vvg2x9+/uESAv2Fn38G6b1k7cJl698/eHpj576lg0c16dgju6zaU10T642UTJ81bMXKea8PHajVqrOzM0FEB4LOYMjG5qJi/0OGdomOs4LFJjjjk9wxcW5fwGwwyWUKrkonMFol0fGmqDhtTLymSV16sxa5Lr8iKskSmWRxBDUKC+pIgkIm1BqhVIK0mIgKQhVEKzAanoFBoNpgjg+6taA8HybyQEZnwFHXtjanMBtuuZikuJSsDBBo2fn5GI0CU2lQajWtaoJxgeq6qladmoNegzvcGXDCrJ+42wlHM1HqE7ZxXD5tVMrE42oFz8pXJmbGqUxyEhMDGiI/jBItagFq5XitfXiDxW0mAuZgb6g0PpsOBroVOAiAFivleG0QFvFZcCQcCZOomAEsA4QlpqcCnUE7ixQSkM+j3hgDQo+JBzbAiQNJ4W3+GN/w8YPmLJjQuFWe0iQcMKx3684tiMQQMBDOAH04jP6v9/tkzzZA7bS3ptJQfywpjcPAIiLgMJh8PuoMS8GsbjtgF+SwL9ZUUZfljtLDgQkUbBiNiHYq8E+i0KlQfTvUYsqCek1FYHqrEQY8DpE+zkWJ42gcxYvlw0Ug8rZheIAhh8h7RKHiajl8C0w+G/WiVSnwoqMM+BF+SywSwh6YeMwcMbEghkbOCxVW4UfC70QodDaeiiLFS8g+d328ZCwJh8yhKy0GpoSndVhqWrdrWFIpUgKmLRyphC1BXb7wtBcFGAr+g69bQmHJIjhyGk/JFKi5Ip1ErFOI9VqOWlfWqmNpqy4L1u+ctXhD8x4jNh/8dt3uc7tP3QS8rt753bo93+89c2fP6V8BrPAcjuBX28tofgbojft/CU8teW4EXl+0cAS/COI/b2H5KU+zVP4L6N9eDeiHT5BzAxi699BnwNnZ77y9cPnS0RPGghyuaFoFPxY1Kpu3eOGX33139ttv+w8Zuvfg0X2HThw//eUX585/d/HnG3fvgrgG+H5/6afmbVv3HtR7xtszuvbuPnnmzPM//nLp2q/A6PuP62/eu/eo/vHp707N+/Ct+Sumdu7bKDlbl11gTkhRduyaX1aZWFOXF5fgTc9IiouLyc9v6PZYcvOSW7Wpikt0AZQLilNS0n0x8TaPX2d1yE0WmcEkRfncaoHJpohLcucXxccmmhxuQU5esLA0QW/h2XxKm1+ltYnh3qDzIwCaUqVCrlEgGSWmAaDRsiHe648ANPAIbntAM1E3GW7RQKxfY9Ys/nAp6GWgyYRpU2a/8847H8wD9QdA8UahbqRtu7Rp0aFWZ9UCEwFYZpcZzf3xWAjC7ww3P5BajJf9JHhB6Dg+EaKnQT2fAKkgmYliyqjRtYRDZGeAvgaToD54HJjdg6IEtkYwKGQmFQYJQBJMonkSkVAuBfhaPVY4eIALgJ4IfbN5bVl5OR26denau2cwNhpD9amVeGlmpSvoIqQ9nGAwLhifFp+RlxyT5kBHTsXi0kKeKCdsUzgkhHsGOjYYMGDoSslOzittGBkfhMEJcCzTKKxuN18ix0gUu9cbiInCKBGosCoZyypMSM+PdEbqHUFDbGokyrtRizMaZsChwvHD23QWk9nplGlUMDWB98PZcfAiTSikGi+YBzQHQBNrrURUH1EOyRPywGFTWDS8qbkGRlCgPOwHMK2zGOBP4IO4z2IlYYdkvMg16F/iyhNeJuJXRJAM8VvCEyLG09m5/x7X8SKg9Q6z3mWjizie2NDICZP7DhlhdkVSuQK+QspDjhGYM4nhYOBSozBtOCMAtJRCABr9v2mEYq1UpFPRJBJLKEbhDLbtP3zOsk2zFq0/cu7GkXO/rt11bu+Z24e/+e3g1w8B0Gt3X1i25eyG/T+GI/jV9jKa/wvo/8XHywD+T4+XIfyqx6sAfe3WzV8f3gUFPef9d8dNnrjq47U9+vWqaVk7ZuK4xs0bHzh6MDY58fqd2/sOHwaIg3C+dvvBl99e/PLb72/fhz3V335w7+sL3xw6eQj0NaC8qKLoUf3DNRvXXb55E3H57m+37j168KT+52vXkBf72vdzFs54c/74ZWvfLGwU3bFbcWmj6JlvDvp017Kde9a069C0fce6Ll06vT13duOmJSarBIhcXJZaWJKq0nISU9wx8Sjt0OlR2xwqk0Wu1opAQTPYGJtPsthl/kit0czVm7j+SGNUnJPOxeR6gdWntfj1JpcW5ukCKZ/MiEB5HBI6ABpkHer4p+QQgAYZSyxPobUgNhkBXSNFJSyoJJS2RyUDfVgCQXJmOrFOaHFb8Gk7A8hOdFdCucs0zOa1UvG6QqD41CaVCK9ML3rWd4qYqjOfJcUBC56ujOHsJlYOuXgeIDAaj/1AZeMJ2YgOBgBKiyAAjbtu0SIbTKXNTivM+tHkQMiEEyEODDQp6Nm8kqLJM6cDL/CEPdTMCcYbeDNxYBjqCy4GzOntGtC8ZLyoBZWL0IxkOAtD5UOB0XQYfiTwfrgycLJGhwF+BGKigqIkConGEsnVPLEMo9AdPl9WXh4odzIcLB+T6XnukCUQ54bLjqFq1KjNKxw/TNQa1zXDyGSVQUfEdTx3TcAAQ3wLRI09uLBRiSGiv2J2QXZxZXFUYpRMKzPYUINHrRkVfSW6pJsctuTMVJQ9jzsuYA/EBgHo50MjgVriswhNTWyw8HVIAb48+Pxt4YBGY4lSirGpGIumszlFSn0EU2h2+4QquUCFwrTh3wamCKiJLe7vIv7fiEVpkQKlJok0YpFWrnc7pVYrGkgVhoTcitSCmqSGjcta9N782ff7v7i15/Ob2w5d+uTwL5v2X9x68Ocj5x6+0IH7T1nY8uDTRcLN+y8T3V1fMsLFEe7oCEfzfwH9px4vh9K96oEC7P4I0KCgbz+4c+bcVx27d23WqsWyj1Zm5zdo37VjRU3FstXLUrPTu/ftCQoFIHvyi6+/Pn/xER7gcfXW3W9/+OnKrVsP6h9duX35zDenf7zyy+Wb16e+OWXFuqUjxo84euokcPzeb/VXbv4K8vnUV2dPnzv91cWvV2xY+sGKt499sSu/JGHBkqkzZg0dNqJrbYuCPv3b5BUmlZbn3P71+uenjo0c3b9bz7pGVRkyJUWj54RiUHn+YJQeMJ2RHZWeGR0V4zSY5CIJ0+rQwx3OF5Lh9eQUj0AcoVTz8gqzEtNj/bEetVnGlgFDucBop99qdRvhVgE6w93ygqGJPHANjI6Hx8nwHkso2FbGt3udgBu91SyQSd6YOhXld0RglTXVSMzidSSIxBBAGJlFhpsTXylC4cDAWRoeGoyiNZB34mkjEoLRLDx0jIsXWebg827YQICmYfCjCm9viv6WgupFoN3iQdZw/4OCJpbFgNERDAZswLEFY0MwYDBx/4nVa7J6LPAp8OcSlQwm2q06tIO5vxpo5rTDSGP3uqls5DBBeY80ilStNtqtMG8obdIwEG9xBIwAaNDyCoMUngEoRqcOxjA4QjgYbxTAXYYmGShPUg8yls7hu/whMoOzbNXaJnWtyAx2ZsOGUjXyzIAS98e6iGBzg0MNcwX4W9gJgBUOA9Css1jgo9NysmDUwTOt8dBjIZK6uKF1UeLSoatKR30CUegeHUM1+Uw6GJbcQS+MNyDGiZ41cJoAaOJicvDoRh7eu4CYvhD7JxzTTz8LR/bz3xJcJl4JpzMBaBKLqnVYpAYVmccC4YyR6GyRKqugGBQ0V/60WQwRDkh4rgnjSVgCGUco54oUyM/OV0l4KoXMYtW5gwK9LS6ntLhZx7zqNjPnrx01Y/mcZbuXbjq57fBPZ36sP/VD/ZbPflq57ct/CtBbDlzZcgAlDb5kL2YP/plFwnAEv9rC0PwU0H8UZheO5v+fAvrqzRs/Xvn5wNHD85csmvn2W7sO7ANVkl9aCBPJwkaFmXmZqzesBRHdpmOX8ZOn37r3+Pufr1z/9f5PV69+f+mnO4/uwc7uPrn5qP4+7GT91o2hxEDn3u2OnDoMSnzl2k0Pn9R/9+OPj+ofg125feVe/f3zl79bunrRwuXvLV0xb/feTQsWvDll6ohmdaVTZ4wYOqJ7h85N27Vv+frQgTV1RaUVKaUVSXlFsZWNs5LTvFaHGDWETbBmZEdm5cTHJwYcLr1KLfYGnCKYHfPIFpvS5dZyeCSMhLG5jMTUFF9UwOgwGlz6yARvXFrQ4tIweMgfSgRBE21KiC5WyNNKRU4JNJumofrucJcSc2pQfDArN9gsroBv8syZaEWOTAI62Lw2uPFQ4Uqnjo4HIJtdyFkM1NZZtaD7gAsYXkGNiMYjYqKfK+jn9rxqGhFNTCyCKfQK+Gi8TA/y2z7v4UKEl3FEPJ4EJUlT2cgTDYwLxUc3b9fcH+Pj49XU4Pjhs2A/ienJIC1hfIW/ItHJgDD4EXS0Uq+GmQHoa5vHM2LsG2AAO5vPKFKz0nLj4foQpYiQv0XKcoccsI080VppcWVRw5Jc+BQ4NbvPjvLOI6hELmJl0xYKrXn1+s3uYBDmGQ6fJykjJZQQ6YlyRiX57X4TkYADRwVaHkEZuZ6t7bt2huspQ66np11o8VboiKFEcQwpqhatIuLBYRACDe6N8i5csbCgrCg2OR5OBAYJ+FI4IgGcF+yHhWryIf8yXHP4FuBSED7oF6H8Iqxf4vKLpA43ALTBaZHo1WQeQ2kx5JVVZOWXKg02hkDEEvOYYiIfHdUGgePk4OuKXPiyxHyBiCuUcOEfVYBnq/PkIrFOpbDZDL4gxpFQhCqm1IjRRNEZZa9P+uCtpTvnrzm4YN3hdbu/2Xrox00HvgdYPwP0n8V0GJqfAvpZUaSntZCe21/NJAxH8KstDM3/rwP6ZTfGqx6vcnGAgr557/b6rZv3Hzm0cPnSwyePF5YXT5k1bfa7s6e+OTU9N33q7Onxqck79h64cQc5K0AUX7115+drVx6hoOmH2/ZsXr52wYVfzn24dtXJs6cGj+zXe3CXYWOH9h7Y/+NNO09/+f3V27cBzYdOHhoycnCvIb1nz3tz0PBBPfp2HzVm5JKlCz79ZPPx4we6dGvZpXvd6HG9t23/cMrUcVnZySBNGuQHyioTFRoSoDkt0+cPaQDQTo/c6VG6vQaPz+zyGO0OA14mSSOVCchUzG7XNszLCAb9VBqjuqYuNikVQIZWz2RMe0DvCcE0GRW7wEOhWSClibnnU0AjNyhax+eiHDbkMo5gRgAQq2ubxKcmYqhjkwSLiCgsLw3ERAEUiiqK4M2AXWAZvB/m4IAP2AncliAeQQLDNlDS7DIBpGJTYojkY0I7EyBg4ItUeK1OGolBorApILuAeg4/CrImJCpAH6AGsjEQGyBeBLrhK1FiQBJLIIANkKKA2pzCHBDOKG5EjULE4ON4Up7VY8WvAJnIhwTFDUzEKBFwLvCHKF5QZ9p/+Pjx018rdDq8tDTPG+3AF1HZMh2KvUNlTJw6u9+CzlQnmzJ7ckJ6fFxqLBAzPi0e5DxGoQ8ZPlqlt86dt5gHo5lKB8NGn0GDRo2fVFDaCORtUmZiXFq03q6S6YQAazjfcZPfaN2xfUJaSkJaGhwJjBlweHjrLNxHLEWMw73AeG9DOQrrBsjichh54dUm9agJozyRPpjcgBjXWQwwJ4DhU6nXwvE8d5Uo8baERNFRYtGPeJ2Bl9ogPot48blng/XMExKO5ueA5kgFFD7yNbGkQgtaEnHTeRISk00XsGkCOkNARVGS+DokzD/QtyAS8kRigUgoFPOQSbh8CQ92AnwXarVUsYyt0MktHq0rpHNHya2RAOg1O7869PWdT4/+vHbXuTU7v/706KVTF+v/KUDjKeNPM8i3HvqXbQ6zTYeRhaP5nwX0/7Mujpch/KrHqwB96eqV2w/uLFm5AvC7Y9+eS9evwv3z7oL3e/TvUdOq6djJY3v063X01KlW7TvtPXh89fqt9x8jF8fd3+7Dbr776bvXRg/Kb5TZZwgK3hg6enhCRujMd0ffWzz39VEjxk+affj4l99e/P67n759VP9wz6Hd85bP/2T/9mlvzujVr//SZSu/OPP1sSPHz3/3zZJl742fOLhpXe7wUd3HTxg2YFD31ExPKE4Rk6jOL4kcMKRth85V8cm2UKzO7VfYXXK7UwPy2e7UWW0GDo/r9nqcLqvHa23RovHQYYPbteuQ27DIG4i1uYMak0lmUMD82h7QGp0SkYoKDBKreQBooDPuH2QCEQDQxFIe3NV4FoboWdaJGLlZKZgvKhJmGK5AANWOQHkiWlQ4XyWyea0AL8AigAMgC39IrLPBjxS80RThWYadE1EEz+fOLHxhCs9FRDIZ6AwGHwfCHAANc3nAEMh/+NEVdPlj/PAM2hPN7vlsvGYxKkrHEYmIQsY8CQoZxqGMMm7gwNBUAHe2kJl0jEYBgQzzAIFMZrTbYZjBKBSeRKIyGODXS1euO/b5uZjElMj4SGfQorUqYNAC0IB8pnIjaDwyXBzkOcVbGg4Y2t8TcsM/BmyjTEJaBOzQHYia/ua7/QaN7Nx9wLpNn8I1Z/KEUXHpWAQbPsjkNKlMcgoHw/Dy/3C+MANAi5YofNtZ1KgMrieNg7oHIH8R4FKGoIyPlKjIHOHQhx81ZjURvwFXGH4F6Le4bBKVDCYHRN90q9sJsMbzDJEWBvkciPVrLRrms26NBKCJlYCngwG+YEhEQwrwoql0fLWQAHq4AaCZIq7UoFFZ9cgTTaHD1IEnVYcSk0FBM0RMIqCeCKOGfy3YG6KzUCoQIkaDjgbjijhwBRRGHU+lgj2Y/NHWyARbKLGyeQeRzuVJLOo1Ys7KT87sO3Pj1MUnh8/d/XjPt0s2nvinAP1HxZJeDLl70cLR/F9A/6nHC/B99fNTewx0flL/22OUnPLwUf2Dh0/uP0CA/vnK5ftPHk6ZNeOXG9cWf7j88s3ruw7s+XTPjnVb1h08cXDY2GHB2NDYSZN69hu0fc/B9Vt2fHHu/CM8+XvHvl1LP1rac2C3xKxQQmakL8a9ZNViiYa7asMSmONn5eUVl9deunofFPTGTzdu3rGp9+Ae2cVZk9+atHbzmqOfH6tr0fzy5cvffH1ux/ati5e++/a7E0srUnr3a52RndS0tqKkUWZuYYwnqAIiN29VUteyODHFmZjqSE51pqS5E5M8kSGrxaJQKvl2lxn+6Rksamx8VG1tTUxMnEikcXnirfYohyfO7IpUGs1yo8LoVDmCOmekkcjnBujA/QO3EyrOiQPaYNeDXiPqpQFqgQUStQRoQmagunF2PH/P5nJyBHy0TcNIeGwv3OSg7HKLc0EmgwJF4WguQwQgkU3JLczp2a97MMYPf0jnUBlcGktA44qZfCnySHKELHgF3gbPMO0FVcXg0uHWVRs0WpMOlGhRoxJQykDVtp3bt+rQBhAM+4EZPfCIyJp7Vg1OgLwuqD0rE4+VRlHYeJNAJowxqGu4iCdTy5U6lUQppbNZVCaDKxTINCqQ1Rm5uWKFGqTuJ7sOtOnYtbq2BvBndhsMDq1QyYPrQ5SmA0aTmGg2wMH1Zofu7VV4Y2x0lfhsUMEwdd+wZbfDEyuWmzCMKZTL+VIpR6CmMMR0Dh+pbLzinUDBZgpRYDWKYvS5kJeGxxcrlQKJGKUCslHMBhcvQSWSo3AIpDTFHFDWcDpPF0jpmMasgckEbMArMGKhAtNSIVfEg7OTqiRwAUV4UWwwmNNEJ0XB1wrAfR45R/SRIQL4OHjLQR4qdfI0ug7+ihhE4RjC6YwbhyHkYHQSStKR8JUmo0Sjo3BA10dwgcgyLowuqAMZHj0N/1RovHkGaJ6YD4dHGFvINXnctmCILJClFlTo3bFcpb1Vt9eZEpsnrsgZVyyzJRsic9v2n/Lhp2f2nL4B9pfo/J8A/TvlRp/bliP/9hyO5v8BQP+Ordxx6XcNexmEzx4vA/XPPh7/uxEgRmL2T9u/HcVze0reR08rO//uM3L9PssYvP9b/b1HTx48wXO47z86ePTE1u27Dh07fvbbc5dvXi1vXHXt11vnvj//2bEjD+ofA39/fXj34PHDD+ofLftoJUAW/uphff3hE198uGbjslVrI2MTfvjl5/zSwm17NueWpk17e2xyTmjctNdjUn1VdWUnz556Y8qsCZPf/e77W5dv3J3z/vvtunSoa1eTmBMDt9nuw5vr2lZ+tG7R9xe/2L17888/fzN/wezW7Sq79qg9dGzHhZ/OJ6antunY9v2F76VmpZRVFI0YOVgiY6emRbZp26iyIl0mxcaP6T389c7lhckCPhaKMQsVDKlaqDFqzaCZQ2kVFV3GjF3Qf+DUyqZd+w+ZYvHEdunXH9ADmBaqUc0zwBODh/IgkDSTc2BogRsecCbTKEAYdu/bE4RhSnYK3IRyjRQjYSDP2Rwaj8+k0iM4PHZCUizQWaOX+aNQ42qDxdytTw+4pcdMGaIwsOlsjMOlSqSoi5VAyGayKEIRS29QiKQcEWgrCVMgZvBFdJ6QwRXQwRjsCA6fxubReQK2QMTnCfj+YKBdp479Bg1k83kgDOvatHIHgzQOR603CCRShU6HJDCNJlIo2EIhSldTKoHXerMJoyJw8CWANtgXB4zFZyt1CrlKzBWgg2exaWKxUCwVsPhMh9fmjnS36dSuU+8eBpsNjiY1o0HjZrUwJoH2FOFdaGHUIVY7I5gkd6RLbVIRk3cieQR317JQGAaJAlzOyCnDMH5pRXN89c+UX1wtlhtASqNLZDPBpQZ4AegVer7ZqYarp9DKMRKZyuQEI2MkCiW6zj4XPMP7VRq5Sq+Mjo2C409vkMmRCoCGcGowsQBwwxvyy/LkWtTYG74vRGeZGM5RLGNT0LqogEjwMToMVg9KsCQS5QndLZSLQa2TmVQi7xzmIr5oX0xyNMxyGjUth72hUtcUrLJZBTpg5E1GWTNMvCUunDUeW81kIIWODHZLpN7gifi/b3AKHCGXJyZKTrMA4iKNRG7ScOWy3PIqntqicydylX6TL7egqs/r45cY7OndBk6RWuKzGnceNGPJ4u2fbzxycfcXN1du+3LT3h8Bsp8eub7j+K29p+/t+fz2tkOXw9H8n4zoaviyPS/0se3fnzd8djk8e+UV0R1gxOoivOfjZxkrr7DwkvyErdz50+/a/wZA/1X7t6N4bgjB/8leBPRD3H38629P7tejjS+/vXD4xKmvL1xYs3H9nPfnXvj5R2D0hm1b7jx68PWF7x6hGqSX8UpJjx/U13938ecLP10+8/WFbTv3+6MS9BZXj74DK5o2BXa37NBixtyJvQZ3YEuxULI1PsNfWJE3esL4a7cfXLn+pK5lj3Pnf2lYVHrn0b0IFtaornjw2J77jm+a+c7oUeP7frBo+tJlc48e21nXojw7N7Z5q7IuPVoVV5SOnTqlR79+ZdXVrdt3KCgpbtu+1fkLX6amhjp3abZl8yIqGevXs5ZBxqpLU5ITbVYnSERSesMkgJRCa27WvEeTpv327L341jvrF6/Y2bP/pNLq9qVN6noMGljcpNLkdcK83uL0aEwGq9sOdyCZjWmtqIiz0qCEV5q1ajF4+GuVNdWpOanIHSFkCYQcFpMC3PB4LA6nhULFnG6b2aY327SZOakKjZpMZ0QnxgMRJs0eHogzcvkkLpcsFDKlcHsL2KBZ+TymAibRUhbR6kUopglEdL4QiE8HY/PIXAGVzaHw+CyRSMDj8Wx2Z2VVY2ClQqMFHDv9fhZfBCrV5vJKFGoqGyCBAuyIhtnwI+q6RKUCzUlUCgh8sVwGMhmLIDG5HBDOFrvBYFZJZQIYKpgM9Ckw2ETggSUAX5FSlJqbWdG0MYwBFDoHPsLmQSGDcEGSMhNh3CI8uXK8xhMfb7NC+AEA2Xh0BBxGRFJ6FpuvOHTsa77IuHHrPgC0yWHBIuAY2Ca7SyiXou6LVExtVli9OoNdqtBwAelcOF+x1GJ1xsYlYxgFtmUKaQSFJJWLODymRqcuLi0xWi39hgzC6JTCSkRPrVkPz4npyWgckjLZQqpcKVOqVSwOE3bIZGN8MZXBQyMKkBHmSQB0voyP9Due4ANoprBoQGcizYctRC1UYJx2+NF/Qq+BPc0uU0J6PFyWrPxMkNJ4Ly4Uh054RQgPNbGEwHoWDfLcwtFMGJPHYAueOrsZIiYbTS3EUoNK73aSOIIt+07KzFFKayrGdXUZ+E5JkyEydZxMF51V3j63WfekqvY7vr7+4d6vV2w/+9nZ+8fOPT701W8A082fXf706I29p37dd/pOGH//poVpbWQobvrglfD871dEd/x1QIenFyJbtevH37V/DNAv//2/HuEI/jsWjuNwexHQQNv7j+tv3H94D4+Tu3Tt5tlvzn9/6dLWnduHjHh94ydbC8pKBg8ffv6nn4DI+w4fBr18/8mTtZs2wZuv/3r/4i83Dh//cvbbCxYvXwfblU1b7Np/EKTcqAmj3CFHj4Ediqoyug9oHZvm79Cj7TsfzNu4bUe3Xq/9cu3h8DETx0+eVtG0CnXqC5k79m0+ekp/u18Rm+SoqM6OjXO1aVudm5dU3TSvoDglMsZe17Zu2dqPvjr/7e7P9o+d8EZxo5Ki0ry+/btodQJ/QLd2zbvpqa5hg9ubtMw+3Zt53bKcvFDbro35clYgJtLpC2IYOymlvLi048kvrv14uf6TPV8UVbaCMemtD+Y3bt28rFkV3rzZrDJovFFelFRCRsEJcL/FpsQ6/e4xE8cFY0PN27YEoQRgUurkdAbZaFBn56QNGty7pLSASiNpdMrIaJ/aKI+MDcQkxGMUqtpo1Nv0Xfu1jUtzyxRsPp/OYdNEQo5Ywgfdjatv+jNAM4VixouABjUNxmKTuTymRCLicrlyhSouPtFsd+hMZpDJGIUC1xlIbXG42XwRXyp1BQImh4PO5TL5XJgQEG5oGCoiaFRQoIBpkUwqV6t4IiGNTTdZ9HqTWq4AjUeDkQaOh8NlUGgks8NUUlUCZw3i1BMZSM3O9AYjXT7v9DnTgcJvz5/Dwgt6gA4F3lncZg4eGkG4boFWIDnxaHHUvo/K4iq1Nqc3Hovgme0BPOKNbXP7VXor6v2K2nujFGeBHM42gsbFNCaJ3qrWo66ycGpUi93D4gk5AqS1I+hkh9dOZdFItAir0wHXVmMyYTSq1mbF6DShSi43aN9ftAjVsZMib7VUqZCptGy+AN7P5JAlcg6FhQYeODw4fpVRBRMjoqgTXyrElzRRH0jiohFheSQGiQj26D2oV1RiKLsgC6YOMF2AnaiMSrvPBpqaOGU+XuvqOXn/JKAZXDrMV9i4WxytIoqYXIVApJV36NNr7PSZm/cdXbJ+V3x2U60ja9tnv2QWddZZkjBMGtegyZBpH/SY8M4nZ68s3/3lhbv1Ww/+cujsgxPn6w988QDP2L6268RNENHhqP17Fk5nAtCbDr1KLP+u/RfQyF4qHPq79htuaEkQr/v84En9tbv37+Jejss3bh8/ffbI55937tl9y45toBy79u4Jonjg0KFDR48+c+7c9LfeGjdpanWz5uu3fHrs1FdITT+uP3vu0tlzP9+6W3/hx+sbt+2qa90ut6gA5oNd+rSfOmccqKTJs8c2LM2Ra5Vak3XZqo/HTZzF4Aq9odAbUydWNCsbPnGwwaMoqEgrrkpr1Dh7x+61PXq2bte+Sdv2TbIaxDjcinETX2vTpWVsenzfwf3fXfB+n4G9p7859f0P5sQlBnr2bhuMNKxaOefzk59YzbzyooTli6a7nFKHV+4IqGHuPPKNkeOnTPEEo4cMm1BR3aG6WY+Va/d9deHXfUe/3LbvADB67/GDtqBbY9LJtDJCG6JsCzoGDHL4HTAdhlu335ABMBXNzMuEO5mY7cYnRFttRgHoLRFHKOIqVFK9UUNlkHQWFZ1DNVjMBotVrtWKFBKdTZmSHW00KyRiHgBaLOIqVVKpDOa3TFCvYgnndwAtoArhFQkTAM3h0gHQHA6HyeKoNTqMFCFXa3gSFDrCEYmAU3yxBIAlkMn80dEAaBDORLBdBIOGCj2TI5RaDUBNopBjFDKQGnS0wWqUyIQypUgs4cH+eVyGRMqXyUVCMU+lVyKvusfRuU93u9fpDnob1zbRmjTAoBbtmwNPQVcSFZGsHguROMPF6xYR+TUcfJ0Teb0lAhgwFi77aO9np0aPn1lU3lih0wC1i8qrCsuqYfIEx+aPDopVYrieAgVXa5bLtUIKMwL5ZIUiu9vXrHmbhoUlaVnZGoPe6rJl5mYBu2EwkanUcPpCpbqgURWJydFa7XCOAqXCE4yCGYNELUF9Vdg8vkiuM9rg3PkSnkCGtDMLReCQ4BmvDS0FOoPSF8hEROE9VDtbKcfpzJWoZAI5cokAfwHN8C/hCSF/F1wEQDyxMqk2qYi4eJ1VC5eCcPI8TzUk6IwmW2FoJgwUNAAaTzViUPk0YDRHxgURHZOe3LhNm637Dg8aM33J2j2vjX+/eefRGUXt3cEGc+Z/nFPZtlGHgc0HTeg6bm5d/0klrYeMnb1+6frT+8/cP/Zt/b4z97cfu7nt0OXNB34OR+3fs3A6E4DecuT6i9VH/0wZ0r8E6LACpP/B/jFAP/6DRzhq/56F4zjcXgT0Azz6AhQ0ABrU8Y+Xr23fs3/1hg3rt27Ozm9Q07J5rwH9JCpVl169ohOSG9e26NlvYK/+g4DOXXsNGDVuxvxFa87/cPv+o/ode44fOPzFufNX9n52sveAIblFRW07t585d8aYycO37Fo3csKQ1p3rlq9ZDpI8NavBtp172nTskpaTVVxZbPEYO/drG5nialiWPHhkt+69W73/wTSvz5CaFtm8VVmDvPjYBPuqtfNTGyS8s3ju0tWLuvXrXFZdFJcSlZGd8PqIPjwh1qgi02jglJelrP5o7rrV77odcoddevXWNzItOyUnHlQeW8iFGXGT5s3bduoRk1Tw/sKNB45/89ONext37npnyQJPbFCil+eX54YSAzCWEKGyqICn1xaMC2Y0zABMwwaRzgdyz+6zG6x6mHSD3lRpZWIZCCEayGerw2i06SUqFLkhkArFcgWFxULLbmTM5NA43BaFUsLjswDNOp1GpZYhJwmbigAt4YQDWiRlSRVcLo9GAJrNZiLvBJsFMOKLgSkwK2co9VoULUfCWDxUcYJoko3XBuJjZBJwFl6xOOwOj1ssl4GOlqmUOpORyeUAqQWgueUiqUzAF7BA2gOg5QqxWCoQKyQz5rxZWF7Kk4tGTxw9ZORguVYcjPUCpFp2QAX7QTyivBI6BsyCyQQwmocXuGDh/WHh0iFJyKWBmAVc7j5wuHf/YZu27cUiaE6/1+SwXL1154MlK4orKjgiQdMWzRo1bZTRMB12DrIXnhU6lcFmEUgVwZiEmXPeX7NhS35JeTA2GmgO2tbstMOp0TicBgXFGIVeXtMCo3FCCWkgt4HUFLYwJiVNolWoLXqF1qzWO+zuKKXOCMCFYYBwFoP+BSDCSAwQBwUN8yEyk0pkh4OURgWeKBFUNhMAjQJ1ZCh6D0Zr0M4AYhpeoOPZCITS7kFiwygOV4DolUMEmRCrjgSdXwFooDNHyCZK/cEwQBNQ2VIWXy3EGBFSox5jccyBmJiMohnzVjuic6e/u4YtsmQWNMM4mpoew8fMX9tv2sLBM5ev3ffd4DeWvbfi0PajNz47+3D3qdufHkNI3fLZpXDUvtrCk8JfnRr+fwrQ4ZqasP9rAB3u0Ai3F10c9x49QZnZjx7feYyk9MVfrgKgV65bN3nm9K07P/lk986mLepAPnsiIyNjE5o2b9Vn4JDYpLTXRoyTqy2duw9+d95H27afXPPx3tHjZ02e/u7+Q2e+/u7Sux8sBRHdumNHUK97Du0eOeH19xbPufngSk5h9ojxI/oM6temUweHz9Ozf9+WHVp27dvJHWOtbl1C5WHukC6/OKW8Mjsh0du7T7v4JHdymn/azOFP6m+OmzZs3aer+r7WLSbFX1KZm5QRpTGIcguSSxtlag3cnNyQwy5OSXZKJVhKslskJm3YusTklBdX5aG4XRrWZ3DvLr07W93OgrLaDt1ev3qnfuOOvWU1TZt3ajNvxSIKnz5oRN/WnZspDGKOhEmkC2rNep1VB3NhItwKBhJgNKo1gTtq57z3dlpGqtGsE0n4YGqtgsmjK3TAWtSQG1QbaD0QuXqrmcKm0NgUu9MCKhu0tlwuRYBWKZBnmc8CDfu7gOaLqQoND14HRovEPBaLgcQvnQaSkCPkAnyBLCiEA4GYBNhFZYYiUFlLmKdLVAowgBqdywYcp2ZmpGVlgoIm02nwZqCzSqeVKxU6g1anVwGaeTBPFzCA1GwuclKD1K2urSmvqWLitZMsLs3wsQPfX/IOAOjt+XOQ4uNQANMgIWNTYhR6lGaJoWhCVGuJ9TTjgwnTDj7ME9S6rr36YSSqWKGGw2vTqR1GofAlclzpc5IyUuBtRGk6VJQVH1HKqpp0692/RdvOOfml8IcoU5wGhx0BE4JQfCzgG7bj0jI80QmRiRk5hVUlVXXOQAxGZYtVJpFSL1Krggnx0Uk5gZgMfyiFJ1XDOKEyaIhEFQpe+x+wCHTG8IQjDA/mgyEcz6Ikw6egi8aHAYeMYnIYqHmNCK9OBQb/CSqjksjzlKjFROsy+C0XVanG2+g8DQRE637EpQhHM2FEogoXNTJHvnsUKA2AVgosfrvcpPEnxivM1gOff6lxRm7e+/n09z6Ual2uUEbr3iOa9x1Z2KHfmVv1e7+98+nJa4vXn9q45+LO47e2Hbq6ft/FzQcv7Tpx82/4oMPR/ApAbznyf8zFsWbvpd+1fwzQL4a4vWjhqP3L9hhZOI7D7UVA332ImsMCnW89/A3P1b4DiD1y8vQvN65d+PmHq7dvLl+96v1Fizr37PnBkuUJqRnDRo9/6935X357cefe4++8v2rilHkfrd178vSlX+8jJf7zlXswpW3RpmvDorLM3PySyrL23dqv2rDi2t1LeruqXbfWUUnBxSsXpeem5xblgU45dPKgWM0rqGqwastis0eelOUvLs8IhExsDpZfkKLR84JR5srGObWtiucunFbTvlFawzhvjFWkZrmjzLnFqd4oU5O6fLWOnZkTKitP79CxGp47dmoan+BqUlvYpnNNMN5VWVuamBkDWJ/y1ujK2vJ3Fixbv3V/9wFDPz3wmTcu6rVxIzIKG/Qd3r9Nl9pOvVu4QxaZTgg3HnBZoVeAziLiongypsYixxgYKpdMR/WOgb8MLrOovDg1K0WpU2iMaqlKnN4gmcmn+qJcIKO8eCyHzeMCjAJMNUatSC7mC3kSmVShUoqlIp6AyxOwRVIeCuQgAC1kAigJQLP5JJVOoFDx4Udca9NAs7M4TIVWCZ8LNGHhZaBJdDLwWq5ByXKgWzUmlJwCQrVRk8omzWvgOKUqWWpWmifgBwXNEwlBRAOm6WwWHIZWr9Mb1DK5EBQ0fK5AyObyWXFJiRm5uWXVlZV1TcqaFOcUpUYnO7iSiIalWYBjUJHJWUkYHkoIYxVM7Zmo1jMqb01GVflRXh8MZlaPFY4BEEyi0xGaqQyZRqMxGWpa1sIGTyLBawZJa1s311kMcNgCucAVCiiMBjIcglwFyARzR8bpbE6FwUTj87Q2qzMyWFxdlZGfh9GZersrOiWbLdGWN23bqfeQzIKKyMQsnS1IYgnVVpsvLt7uT/BFZ+eX1gUTMlkiqVClhGvFwctr4MHOqIoIIFhpUMIlgksnlIsjGKjGKYh0rdlIhADCMMzHK3oT3gwQywK8ahJBXvjHIFLGCQoT8fKETn8eW/0KQMN/BWh2olYfeqeQxpGxBSp+ZEoUiUMx+xwYg2YNRDpCsTKjPbesaWpuaWZh1fBp7419d3mj7q8t2XV6xord6/Z/Dzg+cPruns9vg2r+eO8PWw79Aq/sPnkrHLV/z8LpTAD6/9QiYTia/x8H9J0Hv4Fw/vW3J9fu3n+EB3Jc//X+9V/vPax/cujEkftPfjt66uTQ0aN/uXHDHxU7d96CxrUtK5rUaoz27buPHv/8+6++ub52/YE+/cdt3Lr/6MlvHjyu3/Lp/g9Xb27bqUe7zt3cQf+QkUOcQZvSKFm5fmlcWmjCjDHHvjjYvH0zu88+7a1pMIPuM6S7WMfLq8hKzgl5ow16syi/KFkoosTEOhNTvDlA5IA2MtYcTLD6E62tOle9s2jq8nXzPljx1tjJQ5q0KE7O8KVk+pUa5oDBHYDsHTo2iY1zlFVkSRR0o0ORkBHq0KNleU0+hYupLOw3ZoxY+OGqvkPGZBeXVrVoHpOe2Gdo/xnvzZ6/coErZCppnOMIGkBEm10mkEvAYrjZXJF2iYYfiHPa/QaU66yTwe2tNmr5UnFpRaMlK5ZXN2ssUYqDMX6lXirXCgUyhjto5kjo3ft1M7vMMAiR6FSAEQhYFL3B5wkkYpFEzOXz2FwOMBoJcAC0mP0SoBkcTK0XqLUCXFMzAdA0Bpkv5GBUEgmvkAfjB1rjkvHlGhkuYEmgCm1eELZquU4+cOjgsZPGw+sggdOy0+OTk2BEIdBMolKkSgWTxQFGq9VKqUwgErGkMp5SJQGNH5sU17xt6/LGVZmF2WVNCpUmPlOIDRjWOSEjOrsgy+I2A578MT5gNBuv1YnhFfKIjA8C0CanMSs/iyXgwLAEsANBCpI8OjFeZdABlfBERx68jvcW6EakMiJHDZ1JYvAwOleqsbCESo3Z3a5r314Dh7bv3ktttoIxRUIKh4c8zjQGgjh8owyxUGkZP+2dqOScjz/ZpzT61BavKypGY3NgZIHGHN2t7+iOPYeY3JFkLi+CjXrFEiIXxgO8dhLKDicKd8AXSucyQZ43KMyPTU4k+gzgafGoSIgIr2mlMasBpsjThZ8yUQ+ajmfzE+sW8Aqx/+eAZuBFl37X4NNhVAAdQIhologOgBaqBbBzb7w/gks1ee3te3Vr0ra1LyFBbjQb7N69x8/MWb72rVVbJy/ftGLfl9u/uHHg3P1N+3/aefQ6AHrn8Rs7TtzYefLmJ4evfLz7+3DU/j0LpzMB6P/5MLuX0UxY+DsJ+0NA/7nHvzAa7hF+ai92CHzBXqbwMwvH7p+3lxT0nYePbz96Anbn4XPDZfWje+e+Pz9m4htDRow4fubMoRMnFi5fPnjYyInTZu357Ninuw7t3Hti/ab9o8a+PWP2ki2fHrxy48GJ09/+dPlX+O2CpR926NZt1tw3a9vUNijOMrt1oMXKmuR37t2GK6WhXlMqUWpOSm3bpr4YpzPKUtI0L79ROgC3oCQ1IdljtkgUSqbRIgbmglldMgC0NaiMz3S36VaVlB2weBVDx/Zas3lheZPchHT/xq3Lu/VqyRGQ8gtTI6NsciU7MTVA5WB0PpbaIG7kxIFcOVZQFd+1X8vuA/oOHDamddcugJg5i+aOmDyqSZtm1a2rG7csjU5xw13frV/HcVNHx6SE7H5LBAvtQe+Qe6ItyTnReWXZ7kiXSCmye51devUYO2lCRm6O0+8OxAakWhFMBUgszOpTY0zM4ES547kl2cBoPD7EGpOUJNdqWQIBQJHGYmMUMohZEi0CmKvRywxGpc2h9QWsOoNUJuNZbOqcvESVjk+lYxIZW64Q0OgkFpdmdRilKtSCBDAhxRuNAwX4Ei4DNfZGWekg9FxBJ4AjIT1hwNABA4cNpDCpDq8zOSOFLxEAo8VyGUbCYKjgcPk6vVGrVVNhIo+qlEQoVSK5SgyDjS8qUNG0qknrpqkNEjzRJpML5hAYDLGgnZu1rimpKkbxdhSizaAAiMx4mpvOILIl4QDgGcQy8sXLRBwRD2R+bHJ8dW0N0BAOXmvWB2NDqAc5JcLudaPu3RFUscqAMYQYjW/2RHuiU4aOm8ZX6EVqQ6su3WLSMoBQA0aMLG3aDGNxYFtrc2MRTInWxhbrMKogIbOAwpXpbCG5wSnVGyPYgp6Dxvd5bTJGldEEGgwmNXwUMa0yKnl4aSfC+wzTI1DQci1aFFUZNDkFuWhNlRIBIwocMx7R/DRy7kUjFgPDjY9X+g+38D0QxhFzUKwL3m+BT3RsUfL4Sh6GOs74mWKWzKAYPXl8t4G96SKeVK+DIUpqsOQ1bTlpwar3thwAQG87dXXL0V92HLsOgIZnsO3Hkb24HW7htH21gSQPt02HrvyRiyM8FeXVFo7av2d/GdD/7mGuf24vc/k/MfrFvw7NvH0AAIAASURBVH3RwrH75+3PAPr2g3s79u1au2nDlFkzxk+Z8t7ChaPeeGPQsGGbt2+fv3iZPyouo0Fhw8LKBvlVS5ZvHvz6pEdogfHmdxcv37z7cNrst8dOQnUjQSbDxFBnU4+ZPLS0cV6n3q0sXk2TVmVT3hzni3FX1pb3H9oHqBedFsguSUvKjqqqLYhLckfH2X1+vc0uB0AbzCKNngdyWGXmNWqe64hUJWR5egxqlZjtzcyPmbdk1qgJA6MS3aUVOS4fCoZ1eLR6s0SphWkmJZTgMrs1KTmxVB4WlWKFezm7OJYuYOvtzsLqRpUtGi9Zt2T3sd3JDVNfG/9ar8Gd+r7eOQOwaBK36dJ8yKj+SVnR9oDe5FbEprkjE21w5Dob8j8CoEEPwowbjCeXFZYXo8V9JgbHL1LT+AqyxSeDI4RR5L0ls4Hywdjo6tpamNfHp6Yu++ijvoMH80RisVzBF4tYqKgQxuEjvzOwGPlDGZhczne49C6PTqXjKlQcjU4I4prBJJmsuvyiBmaHUSDjyHRig0OrMICOlqsNSh6e+kykRLPxTGWAUXRSNChZuCZkBkUkR8X2GBy2Wq9DSR+kCDZHIBJLxWIxaHMGAwPNLkb5MuzUrOTCRgWtOrasads0vWFCXLovIcPtjzVFJwdgcDLY9UTvRLSuxaUCnQHWOquWi6qwSgA0kfHBPoN7N2nRBPUKiEBl9th4GxedFeQzWtuEkQOlh0RgGpMOb0YlwCIiopPTsAiuNzojMqEBma3ASBymUIOROTPfXTh03CQqX+iLS8AoNJPHB9sYmQoaIa1hCcYUgU2Y+S5wGYPvOIKrNLkxBqtjnwGJ2aVYhHjFx3s79x0u0VuVZguVx4RrBQdJqFcU6YE6z7K69elhcliAyDBsgLQXyCR4zy30q3Cqsp41Jwu3cDQTFo5ywn4X0GAmjxHGOYVJCZiW6uX++GBmQQMYXcqaNolKTY/JLeg84o0F2w9t/+ra7q9/3XXm1n8BTdg/BuiHD57gVh9mxOsv2+PfUKGMcAvH7p+3fwP0A0TkcEAfO3162puzDhxF5Z6/vfg96OiO3buu2bj+5Nkz2/funrd4cUFpoxlvvbNhy+7i8tqVa7YdOPI54SE59dVX3fv2BQmWXZDd7/Xe67auqqorKW9aMGR0nwHDewwc0TMpO9Lq0wbjPfnlOZ16tc0uTLMGDDqnUqRmJaQHfZFmkMChKIvLrdYaYC7LVGrYOpMQSTmfQu8QF1SkFVamx6V7Sps0yClO6tirpSNgFClYDp/BHbSqjWKpmmt0KDhickyyF7i558i21ZsXZhVFO0MKjY138fqPw98YG5eZiHEiFq9dWNep2ZS5U8rrymfMnRyd7AvGuwDQwGWjSw5yuGv/5otXvzlt7oi6DqWJWcHk7Jj49BirBz5Fb3A6KDzu2GlTQ0mxnhjvpLfGBZJs1W3yy5tlMcTY4DEdlqydWd4s+5fbF3zRPoByv6GvA2JITPZro8dmNSyIYDD8oUinz6XWKsQyLkpIEVClctwZLaQrURVlKk+McXgoz4JCA+xgWoM8Jj4AdOZL2ag0nZrHkzGB1AqdhMomkdmYXC9BVfmpGIBboEATZ61FQ2NTgYZsAYfKojG5HJDtWASJRAURL4AnVJdUyBGL2Vw+HABZomClN0jMLcmsrC0tqGoQSvS4o4yeKL3BLg0lwtWXE+VEQDsTU3iYjxNF9JEvhYYCjWEDtSmgYAqdCm9f4HFF2kuqCytqGnHFQiAyUTifJxEgt0ZERCAmhiOUqE0uTygTo8h9sbkitSu1YcWIibM79XkNIzMDianZJY0UZnswKU2iN3+05dMZ732ARdCtvtCkme+4IxMwEr1p6w5pDYsA6Bidl1NWBtfr+oP6DzftwyiiU+ev1nToRhOJ+Aq0pgdDKRf16kX9v4kc8ZHjR/ujg2itEgXbMXUWkz86BIf3R4D+IwtHMGHE4mG4ccI60grxnodwkZUGhdqESrCSWWQYReD/zRH0iNQyV0xUcnFp9zETVx8+u+nzn1btO7/vy/s7jt3cefTmMyhfBSO2/8jC28g+bSZ79Pdt6+HL4bb58NV/CtDr9l/+R+wvAxovefH88S9f84P7j3F78oLV4/b8V/9m4Xgl7GX1/VfsxTC7PwL0rfv39x85NH/JIpiZtu/aef+Rz76/dPGrC18dOXXk8q3LX3zz5aETx6bOnj3gtWFrNmzb/OmeHy9fe4TX4li/dSMIN7ghR08advzsZ516tQ4mOIuqcrYf2DhiwqC35k/NyE8IxDsiE9xwzzcozvDHujR2uVjHo/EwQGp0vCsQaXG6VGaLRK3jgtmcilCszRtjJnExiZaVXRRv9shdIV15TUOYE2fmJ8WmRlJYmFwrNDlQw1OzU11anevw6+0+TZc+bSlcVCE+goMIorWJPTFurpwXn52osqnic6I/+Oi9vMrckpoSQB4wrqQ6P6swCT6lc9/a2fNG93qteXSaqWF5XHZxjMWr4EhQqSCQPGKNkiESUnj8Dz5cafG7c0qyt+z9WKynt+xWHpdpnv/hG/5EaeM2qYPHtIP9ZBdmyLXqnOKi2NT05OwGwOio+KTvfvxx8vQZ7oCnuLSAzUOJJAYTajUAMCWTMaGY5vKqlDoWnYXhXg6mziAFjqPcaQrGEdGEStCYFDC5XgQnTmZiXClDqkWdseBEHAGr1WsiOgMotHI6h2aym+UaRQSNigI5SBjyH7H4GIlGpdLFYqFIxALlLhBR7G6NL9oak+prWJaeXZLqi7UZnAqpBhVfJorJAUHgmfBpEOlzrTu1IpwesI0wTUXx44h9eOmoymYVSVmxMPOAAQOjUYx2OwAd9RzQKrVmIyqZZHep9Ob23QbIdUFnMPf1MXOpXAMWIUzLq5z05nyOTI8x+Z7YRKZEIdIal6/fXNG8ddcBQ3ROb9vuPQ99fuajjVswKsPg8sRlZL02ZhJHqhJq1Xq3u03PgbbIlGByw7yq5tVtOyQ3bMDBIUhkgVM5VAHeZ1ZvQ84WgUyEupyIeABovMNkPBz5HwGagRe9C7dwTU0Ygd1w+yNAw8jnCbmB0UKF0OK2wD8bjUvzx/iZYnZCToY/PV0bleDPr/I1rClqO3TFp+d2Hr+169itncdv4D7oa2DE9h9ZePzG34jieEWiSjiC//fYXwZ0eOVlAo6/h+bngP4dC8fr/7r9GUCDgt706bZdB/Z9sHTx2Enj5y3+YPma5QdPfHbsC9DU98dPHTd9znQQ4ud/ugiYHjNx4v0nT746/+2l65cf1T9csW7xJ3s3jJnyus2vWbrmvYZlqeOnD62ozU/OiQaVk5obW1yVm1OUGohzxqT4XSCZk/0J2dG+GHvjutKoOKfNodLp+Saz2GyT6owCMJMNRCM5LjOSJY6AeS1o8JhUjzPSaHQplUYJEBBkmh+EbEoIRCVgFMQ4g4+l5kQJFEzYbta2XG0RDh3X1xE0YGwsKjUIrC+oznNEm+OyQ7WdmlAElOSs5EBsILcku8fADq27Vg59o8vbi0aqrOQWnfMKqmLjMx3RKc6MvMSCRg3jUuMkWhVTLGFKpemFhTPen9uiSwtbSF/Tqai4NtmfrBw+tX1ZXWjoxBbR6eqadg1XfbxYZdDQBfz123eYvX7Qd01atq5p07pl+/avjRxa26pZYkq02aKRKbiAZjClku9waVMz/NEJNm9A7/Ubo2NdoWiHRi8h0zCumG60q81unVwvUBiEertCqReyhWTYpnAwiYbvirQCEN0hR3RSFGhVs8PE4NI1Rq0AdTnBKAw6KGiRTA6AjiAzGHSOQMBjMkkk+FwNOyXTn9ogMi0vMq88JaskIZTkdoVMBpuCwUNtvAFDIOtA4gFciIBiwscKn0JmRcDrz+McANMoBJBKCiUGvNE2jIH4joo3UVB0hM6GMn2A4ClZWes2ba2qaSnTONyh3FnvbxoxaQFGU5XUdHbFZDjhO45PHzvzbRTUQec2aNRE7fC9/+Hadr0HDpswZcHKVW/Nn6ezOewBP8ZkhJKT5EYzQyQOJMVF8Dg0sbJlt/59R06kiBWWqChT0NNrSJ92Xdum5qSAjlboFSjVm4ZGOwzFJmJEdW8ahwVDqcPnQeU4/iKgw5cB/6OFAVoIZrQZ4OqJFSJP0IvKyDgssIF6m6mEcdkpntRkf4P8tsMn9Z++aPz8rUcv1O86cXv38du7TtzcdeL6zpPI8O0/tHBN/WoLz1J5dSZhODpfbeHLjH/P/jKgH/7b4zdkuMvi/r3HL1j9C/bi6/+yME/IUwvX1H/e/oyLA2UV3rx+9NRJfJHw9U3bN816Z2bLjnXDxw/p2LPN7UfX7j65ffT0kQuXLkyeOXXYmBE/X/vl/pOHazev2bJr/aFTu1d8PD85J1hYlTpwZGfQnkC3tIYx5TX5BRVZdr+BysVScmItHq3Vq9NaZdFpkQVVDVMbxNW2rrS51Eo1V6liOZxKl1cDCporwNh8TG2WeOMcgCG1ReyJthRUZLTuUuOJso6eNGLAsL5Z+ZlSjQQVKkuOtHoNqKmVByaJHImGW9YkX2eXAWv4ctaQUf2XfbzQF++0RhqBFBIj3+hTAaOrWlWt3bTh4PGj/V7rO3hU74yCEMbCVDasqEmk3IwBpoOJhtSGQRhOsgrSO/XsNGz8GI5Mfq++fsOuXZEpCc0716YURLNVWHKho7JNUveh5S27J+dWmvOrPY/qfwA537h54+oWzbV2x5Evvtx3/KTF40trmFveuLHGpOMI2fGp0bV1VVExbhIJU6v5Pp8FcKnRc9wBVVpmIKtBTGSUTaMTKjVCi10jVnJtHh1cOpVJDCZSsQFfVDamNIoAN6CjLR49TAVATdv9FnhFa9IAg5g8VgSdDGiWKOQoQJsUAYBmwKtMoDOTTiNxeCSHW5WdF1XQKCm5gSc61WaLVKnMAqNTZfMY5NqnHcHhopEYqIIdG09iJtjEw1feiBwf+JXVYwECkplUqVreunOLosoGEWxUU5QnkWhMJoA4W8wg0ckgVG1un83t94Xiv/nhVscebwwY/l4goZyv8uVXtRPr3Tp3VEmzNsGUnN7Dxnx+/qc5iz9c8vEWSzAWo7BoQilHJs0saIhRSBiNrHVYMDg7BjOrqBCwawl4JCZrIDnbm5R57sr10bNmslVSNl7cmYiDVhqUapOawWfAMeOdsfDCRkKUQyhVK8HgdP4qoAnvf7gRwXbh9keAVumVRJy7UCaKSYz1hfwyNWrUAOOf2CBn6zQZTWoXbD+04cTFgdNWlLcdufvkr3tO3Np9EuzGrs+R4dt/aOGa+tUW7gxB/pAj1/8pQIcH6v09+8cAfe/ub7g9+Zfdqcc3iNdftnA0/+8B9J1Hjw6dOLHn4IFZc+e079qxdafWde1qXhs9IKsgedKsMW271k19a/y0ORPbdWu9ftvHy1YvGzdl3LEzx4CVPQZ0nPHOeJjaS/W018d1DSVbPDFajhTLyI8DULbqVCNQsE0utcGhlBv4IABB5Jp9hqQG8c6gKSkjyuJQKlQcmIKbLXCXSUDWmVBzblcgzk0VRGgdioTsKJlR0LZH8xUbFpt9uvEzxpXVlFe3bBKVEp2en9GhV3t3jAMAzRRgJVXZABSejM4SkZu1qR40fGBN68ZlzQoWfDTXm+Bcun4BxsXIAgxYrLQqN2zbtmbD5sSMRLhpK+qyJrzZu1P/wgaNnCU1UbZIni0oBkDHpgYiE/zpuekNSgrHz5qFsdhltbVvzJ6utCv8qdZWPUvHzO4+Z+lrlW2j00uU5kis17CipFzTwg/fhMNIL8idu2RJTFqGRGcoa1Ij1qjJTGZGbpZCKzc79ZlZSRlZ8TabymyWGwwSADQSyyLM4VbEJ7lhSsFkYxI5JzbBzxJEKHRIO6vMIoNTwZPTSHRMKGeKNWy6AIMz5csZJCbqHwiiFUDD5DEoTHIoLspkNwOghVIJqm5BorBhZOAI6TQ2hUIRCTmg2eMSHQmpjsQsuyMkVtsYXBUGO4QRTmNUEeU6UUIK7reFDQIu6BXUfAtVuxbixY4RqXFYmxyoKLPZbYDjESgZarOMymZjVNThW2tVWVy2hLQUld5kdfkCUcnnvr/9xYXHH6w81GPI7DWffN510ITcylYZJU0ZoNitHndCus4b9fHug41adcQobK0nxFXrpDokww1OC0PIkWgVsDFx9iyOXGyPcgeSY8hCkUhv9SalY0xmhwF9W/XsZPJYXEGnxW12R7pyi3OLKopiktFygt5qBLFP5zIB0HypmKjFEcGg/BGgw1FLWPg7X/1+ouD4M0CjyD+RXAzGFnDsbhdHwNcY9OVVld5ggEynOf1ub7RLpJfyjNrMpnUzPtp66KeHe7+5v2jT2T2f39l78vaez8Fu7j6FDN/+QwvX1K+2cGcI8occvfFPATp8D3/P/iSg658/33/w6P7DB+j5X/YY7O6935DdffKC1aNn4vUwuw+i+/cM1Tn6u0Zgmti++6AeAfphPdidf9mTFavXHTt9+mH9k0/27V6yctmuz3a9s3BOp16tZ8wdk5ztq2iW26AoKS4l8MbUMYeOf/blt2eBzkmZSTavtWvfDlwZNT7D26xdgS9enZDldEQq49I9cA8nZIR8MW61WaEyyeVavsEuj4x3KowCk1sVk+oDaWz3aXyRRq1RIJHTpAq6SEbXGIR5RWmDh/cGbeiNc7GkVLaMllueMWrK0Amzx6XlJlbVlcHUPi032RVp90Y72nRpDqCHyXFp4wydja+1CphCrGFpAjxn5yfXtKycOGvUx5982H1Qpx6DOxU3zcytSAylWVQWjlyP/L9G+//H3nuAuU1mfd+aca+yumRbcu+92+Npnt5rZjKT3isJJSGBBAJhactSlrbA0ll6WcpSEggkdEKAJIQSylKWsrQNaUACC/Me2YEFnGTLy/c83/Nez1z/S5fskS1Ztn73/7517nO41t6q2Yv7j145WtfunDCnvn0o5onj8CkGJ7VCfx/MKfgdR8h15oXnBbNJBa61h+3WMDNpYcdVd5w+Mre6bcg3YV6qa6J9wrzQ+Flhb1L+8FO3vP/pG5ffeOnkuVNQDgN4OcDBZ5Pdg70bnly/9ZXNw5P6okn33AWjK1bOnz6zu7s3U1vvFewaNYoQtCSRdqWzfouNtLvZ+qa0HpcCoHknGU65qhsTnrAA61WFmIFRQPsHNKxUI4RJr8KkUm0FYRLnnXtD7l+dftLUGRMlMjHrEMGStJHTFefJSGRSaAx4ga1vzBaagW3GYNJs9ektHtTs1nNWvdXNAqClqkp4t9JsbLCfAJQSkgAxhFgC3AS2ulJVoSpG2uEcDo4vEA+ACKM4jRPcIu/kEYnEbD8wMRrWccYkODytXQOpXMO9Dz5FCMlx045DpEbeX4OojI190yYvXDZh7lG+dG1tZ//Rq06lHG5Eozf7QxKMRNRahUFj99kRdaUz7IY2Q4YqMCOlZTBEU9HU29o6OCjRG5Q00z5+PKKotIVdrogbzDscs0Ss28t7I16xyBYmtmFwioDODM9Bi4LIKsCgl0pk/YOzuOKAyvj7j/+WP19Uuacu6WCAxgDQDugNSCqg5V5x8gmRbMrm9zV19VaotEocE4LBkQWLjzvvkqXnXvnbW9aveV6MpgBAl8hbonNRew6jx7btOrhe3HNQAYsPqv/fAfqnN/1Kfz+fbCKCr7j85u/f7f92bP+3peVPBI71RxL5+L1+/Px/rn3fjB1U32/w4z2K2vPV2J5934nLn2rHl/u/+HZs25tvAIkWLVvy0JMPv/j65jmLJs5a0NPWGx4cqRo/sSGR8oQjnsFxvbPmzIwmE5dfey0ilW7auvnmO2+ee+S0X194nMkttwUMvAetbY3nGmK/+s3JvqjPHw0HY4FMPiTYMYsDd/lpu4dI1bhrWyJ2P+6LcSPT2ucdNbGpM+cO26LZUFWhSpy0FrICesCLRbIeW9B87MnHrHtibVNHbaY2OG12/+jkrljS0dCaWHnyEYuXTY0k+VWnzqN5ZNzEnDeqQRmkvtVV3+J/Ydv6uQsn+UN2i53xBMw4i1g8ldXNdKxK44up3SENYQS+IMEYka6yxLNCrsEzdW5v9/jafHMoXutNVPtCaZfda6R4g8GkC+d8vJdp7EuvOmvWtEV1fVMCy08baB9yLVjWsuxX3SMzfbHqylCmsq3PM21u87U3/7p3KOfwYi2dqXEjrZ4AH4q6jl6+aP6RMxvac3YPVlNwT5lRV11gTQISisoUWkSlRUyCxubEtGgx/I7T2J2MmJWUlBsFNBCxJrOeSMLu8rFWJ2FgZBpcjCQGRjN20uzkKB4X6wDgCmh4EinvjFnjMQI4iuRrU9pi7x7W1agSo8V6plUNmfbexkjKZ3XSJosB9gWCFXhodxltHhOiRFgrAa8y2Xh4YbGwLCK4OXGGBSliSK6TFVPZSXUESvM0tGT5xixYdac3ptLRJqvT4fMEE0G5Tj4yZZLdHVFomEy+FaOsSIVidNocozv+qwuvkWK286+685xLb52/9HRbqCZV1yl4Y7ZgVEszCszA2W06mkKUCtwk1iosxUgYihVPiqPAWmj/pHq5AlNpKYOeIUFqQi/TqyqL2atLm6mLg+YOvz2ei1U35r8n6YFUzj8Imhk4VJqnxLrjMrGQOfT85HpxkAd4qqf0cACwd9KMYZyWs5FiycTv9QPQxfmBpEpU2QB0qSRxMRRPnB3+vVCw8yanJZAOX3rDFYhKmmxoZN0xDevFLVGTvyZUO9A+8eiFJ11y8S1PPPTCZy9/OPYDYTf8VI8Biw+mn232veD5vQfVw1t2HVTlWTgOn4ujHM2HB3SpsFa5yrcs6Z8B+qdjCOBMgcX7DqYfDSN89yPH+rPn/3N99Xcx1q1ce/f/SPv+oXI0l/TVd2OvvPXO9r+8+/YnH967/qHLb7zm0msuvuCyM66+8Ywrrlu1YHF3Y0tg2vT+VauWzZo5tba2GqcZysinquqPX3XKXfffrzTIwEGPm1o356jxYJ+tPrLQkYMf+vjJo4XWZnfAZXPRRl7tC3KhqMni1AXjbE1LIFFtIXkkmDbpGHHUEgiYqktyDpPVb8/URGqakuDNwxn3vCUz5xw9c9WvTrjs6gv7huoGR+tq6/0mXklxldGkqabRl6wS6ptdGgzpGvQ3d1mDCUUoqdYRSHd/NlsVpBitAVfYnIQvbKhu5EZnBGYvTi1a3tw+4Cq0WbJiz1sWjDJNrfF0Hly5dfKc/tPPW7H05AXZQlgOnXiNmF1epkc8UVNdezTTYF22enjh8maTF5m8IGUPIO0DjoXHFhYdVz95Tqi1j4tmNBY3ctyqkd6hmC+iA/pn8k6Pn3F6ucbW3PDkbl9UkKoRu08xMjnZN95Z16AaHO+cf0R3Va2HZCoB02odgpESgpZpdIBpLWvU8RbM6WZd4AJtBpqT44xEiyF6SgINGG7UoMUpDwSHUiaUM2M6TJJIumfPGQYnbnNQrZ01Rh5X6iutbqNYbkqKmFxmZ9il0itQUkdzBsaImUyYxULYHLRgJcScTYSMEfSxnL9CWRFOxhFppVjEC3AMrQgmL5VzVRQLn4tVTrBibJlJDYyG3wMiwREJqTWYELkUXo4xBCKRs2YvmIbLrrjj8qtvG5ow7eyLLjnz4suvvWdtpcFEOaLHnnzB3/aN1bSM7xw30+yMcHaPGGYoreAsJqPVXCp9UhoH1x+oh3Jgpozu+4qFpcKyxXz5Yrgx8BRQixeTZpRcbSmgTXDx5Z73e+erEWd7F+NScCNq9/OeiBPI7gw4nX53aXY49AagIVQaKuBU/BjQP2b0PwM0+lNA66FnEAI7Evc1D3exPseVd979mytvSzROiBUmFvoWzT/u4stvfXrtsx+ue/7je5987+7H3vkxZ9e/9A89+sqeg+rH2/xIe9Zv27t+25flWrdlz0FVjuZfFtD/rv4/AvQvry/BLB9MP+PyPwX0G3/5qJTF/+1P3v/DH2+96Z7bb7n7xlkLR39/7Sn3r/v9r885YvyEOgD0yEjf4LieVSefuGT5cVtfef2yq67ftOUltcGwbNUScFh17WFXhGnoTB+3+ohjVy10Bi13rbnjjntvf+jRBwaGm4GA1XX+YJRjeEkwTo9MrV+0bHzPSFphQJQEYg8SKCsxu8hgxqci5UBnlQEJpR3HrT6qdaChtj3/63PPAPsJntTp1ydSfKExkK9zx9OmQmtgyuyWzr5opoaraTI1dlgTVQZPWOYKqNx+DEgHPXvRkBpVmWqhqdM+fmrwhNP6Zh5RF82i1Q3mbK25QoooNIjLJ952E69PkzyYskfyHkfQxNkxq4cJJe32AJ1rDDR2x1efvWDawkLroOuEM0cckYqe8cG2fndtK5tt0Ne1Ec3dxpomYySFtfUEuwai8QxjFCSeAJ7OOYMx3u6mAnGr4Eatbu34KdUXXLJ4+YndhSY0XaU85/yjhicULA6tBgU6w9EqSEauMyAkrQRvazTrOZMOnjEQlSiOoNDp1yMYK6ctegC0ApPLUKmB1hqtJHQXGJNOqUJcbtbEowZcGk26zVbxo9m9ZlcIzDbG2jlXxN3c0Thh6ojFzvFWxmzGQSYeZ4D1uEKhQ+Dkg1UEYIn30CrFkWiLx6zCpKXyYFoxoYQKKCnTypR68f7hRVeeDdtoMYCQdWBoTn1T7+KlSxcevUimUUWS2eb2IQQx2Jyp3oHpv73oypWnnBnOF0698PeZ5p67Htl42wNP7/h6TKa3mJwJqZahBJeWZBCFXIvroWEoZZ0uTcxRFwd5i/sVa+/Cw9JM61IJK4VeAXQmTSRrEQuoo8WCL4oDJR/FYuqgcjSXBDvinWJKFtGY02ipw1GhELMpaXGDBkN1BMYIDOxOpkPUuFgT9icjGGVE/hcBjbKEFFVU6GWMVxAivr4Zsy668d5nX991/1Pv/O6Gx8685N4rbnvmjkfeBN3z+Lvi3JNDAHrDy7sPqke27TyYdj/y4p5HXvyiXOVoPjygyz1vSeVxFyWVo7ak8i1LKr89eOAm4U/D5kp/P5ry99M4tq+/KZaSOpjKkfpfo3IEH077vvvy27G/fr7r4707P9j5yZ8eefDsS84/5ezVp593wlOb7znx1JmjU+qPXjKxp7eAVCBNzfU7dn7e0NI+eca8hx99tqm9d/KM2S3dzfmmSENXwhsTRqb33L/+9q6hhuvvuOK+h/940RXn3HD7FcmcKxQzgiIJozeMu0N6XxQNxA2+hL65158pCOmCpWs4H0zzmfrA5defl28Mr/zV4vHTOgsdmfrOKrOH8wRdTR3V1Q3eQpunf1xmwuT69p5oNAX0pGqaXBOm1k2cXueLqLJ1dK6eSVfTM+a1VNU6gHG8FdWhFQQtSVdZomk8klZPn1c9NDld1+LsHUqMTKmub3Tm6+2ZvB1nEEeANDlRxqozukh3RAD/Hs14wilH/8TGwclNp5x9dPdI9ohl/VfevKp3QnTx8b1NXZ7qJj5boAsdpr4RT+94b7aWFRyScIIqNPuTWd7qVIHNb2iJpKocTh8BdGYsCpxF0jWmI45un39k4/CIb/qsTHu3v6k9AEfoDRKAaYKuAKfsC5o0egQn5RSjQjGJVmS3hDUpjRYNRklxTkGY4LJXAqDlBhlKaSgT5vLy8bTX4zV2dNYMjGvxBXjeBkBF3EGxPAotYLlCmnMYp8ybes0NV81bNCeVjQQjbrtdrOsIXQ0QyQBmNWJgAy7r7O+ePnduKBHL1OTAUaqLtVCLNwx14FhLThawCBAEc81Z2brGrptufWjtuucDkfzCo5awgnnFySf/+tyLtKig0dsqZazbl0UqtAbGgij1nDeEKAGFesGfRaS4yZlCWc+cxSuXnHDahOlzBY8bEFmpqmAspCdiB+de9LkiDUuYLj3UHqjSDc+I06kNjIEyU5yVK5V6KXFZUayEUlI5mksCewGfCCw/tApGq1iSHKmQMmaLFiNd/lA4kXYHg2ItNIXYVpkc7A8HU+JvaXC5ZPAPqkMBmjAziKpCb8IptzlayMtZ4/C8Zc+9uefqOzeu/u0doDvWvbbpza83vr7vmde+eumDsUMB+lB6+MXPD6ZdD2/d/fDWveUqR/PhAX0olSO1pHI0l1Q+FaWkcmSX9D8e0Lu/HDuofo7m7wH91XdjH+/a89ZHf9365vbnt7/06HNP3XDn9aeec8L8Y8afcc7Rv7/qtDnzx+VroscsWbjyhOW8RbC7/H9+95PN29688rqbu/rHbXh6w+Lls+J5d99Ie21LZsrccaG07ckX1m7YeO+xJ82dNq9/+QmzB8fXRxJmAHRLZ2hwJDtuUmZkWu7ZF2/JNXGuqHx0VvXIjJpjT5p84ulzI1lTdbN/6QmzGrsy7og5lPW4ovZxE/rOvvBXHf3x3vHx+iaHzSVlecQX1sdzbCCOwUprd8BkQwqttq6BYH2Lde6iTsEho7hKj5/izCreqgFe+yOoxYV09AUTVaaGtmAyZ8rVCpOnFfqGMv4w4QkRcPmZXXi2EE0XYjafEfwp76AiaeeCpRP7JtRVtwTmLRmK5Jj+idnnXvlT/8Rcc1cgW8dHMoZ43pBvYPMNHLhmXwj3BMhAhHV4DHa3LpYyh+OMzaOxe7XBFBvPC86A1u5TJDKkNyRzOJGqatJkQRI5JlvDxzOcN4hhFGIgkHBMwCkpZ9aA/YeWBgANKxY7xtsMJoueMCq1pExHyVFObzCiKKlToTLOjLl8JpUa4Yxaq13M4wF0Rgkpa0ErlUhVQ6qho06MOBSopccfM2v+jHQuGk8FIxFXMGj3+i02B8uacJRSwacGRh+36oRwMikGgTEEPJTrJcWyqngJ0KpieiAANECQd7HiHUJEtXPP2Lvvf2W2hKG/0NjWiVTIECnq8uZOPeP3gi3p8eelSjKYqFl5+lkbXtiqpDkpBmYZ4z0JT7gWkZIa3O4IpJP5Rn88abLxQGf4gLBrAysyrgRBtBimhhbnVUs1EmVx2gjGGkpFWsE7wzoAFxhdCt/+scMtR3NJ7pBLjO9WyYDOfUOjU2bOj6VqDaRFqaX0BKfFYEnjLC2Wy9JIjTZjaeS6NKhSnL0tpocGlaP58IBWGDTOiMceEYPHq7tbm4ZHYo39Ki768gdj9z7+zg33brv/yffXb9lx75Pv3fXo2w8998mhAF3mkQ9o3dYdB9POdVt2lVP4MCpH8OFVjuDDq3wyd0nlgyQl/Y8Z4ti7/9uDaWzXF98dVD9H8/eAfvG1t/ePje397tuNL2156e03vhj7+tV3tx913Pxrb7lgaELjjNl984+YaBYInNLna6rc/sAJq8+45/714yfOGp443e7xQ/cwWRM86vg5hfbq9v6mhs6qC684Y/rCweNOmVvd6nNH8GyN2x9mLA51db1r9oKuaXOaGjocVQ1c97BvdEaipdeab2X6J0fGTU2OzMwvXz0pnjeLqYgizOzFo76kwxO3n3nuKatOW+Lwq0THWs2wZsTqrmzrCbb2hOw+pdOnqi7YeEdFvsA3tDlhOXFavcUpNwoyMKRWJ1BSaG6P5uucyRzX0Rtr78nMmNufq3EGY8SsuR1gwFNV5v7xNXY/QfJqBYpI9GKUMWPBeQcjuIi69mg0z9d3RMS7Zzb5pNltDZ3h41bP8YZJTwgLp8hsvSlTw3nDWqMgoViJw02YBB2KI7RRAiYavLnKgBhtSChDtQ/GOvqj1Y326nqLL6S125F0hkpmiZpGSyiBuQMaYDRvkwNYObPC7sLdPhY6ASheAfYZ6Gx14CSrsDhwyqzW0wqMU9NWCqTDNZUKRKZEHG5TKGQbGm4bN9wGDrqUrsQd4h1+I/hc6KFbfEK8OlFVl23tarbYOW/Ans2GGxqydYV0OOoiaF1x4okSPunFl19WVdfg9PtT+QwgLJlPWD1WMS8raVChB2pflTAtjsMatEiF+qVXP/rq67HHn3pZcPjUKNHQ0htN1g8Oz121+qKLL73N6ckmMy3nXHQVtF0azojIlceefOr6Z7e8sP0vfSOz/7Z3bOExp6RqOnSkWYURVre9padxwsyBnvEtpLmYXaiIZsKIl0AMD4HC4IuB1PBkqSY3rJeIXAoNLI5Ti1wutiWHdtAyBLYMxsOCA5y7BloRwRYPxxqGR+cFo3lEppGqdHav12y3lqqnw8cvARraqgNRGZxYvqAczYcHNHRrcJ6iHcZoITNjyaILrr/x/D/cfdktG+5c/xoA+oltu1/5YGz7x2Ngoh/btuvRF3ceCtBlHvmAHtryt4Pp84c273xo8+5ylaP58IAuf4eSygc9Dn/TrxzNJZV76gNTvX8OZ/HvPwO0mJyoHKy/lPbs+/vBVMLx2Pc6BKD3ffeD9o2NbX/nvTc++PCLMXH9nofXnnjGSRdefu7MBRNqm1OD49smTxsKx/xev6e9o6uloxs6s6eeef7o5DmNbV29Q0OFtoI4dUIp3mZp6W62B4yrzjgm1+jNNTn7JmVb+sKN7ZHahgDYZ0DkyOS64UlVI1Oyx5883N5vb+hiFyytH5rqRzkkVadZsKSpqpFN1pr6RqsjOWtDV3Joenco603lIz1DjdEM1T0UHBwB1BozNQywOBAX7VI6z8fSrMUpdXiVNrc8FMc7eiNVdTbwxYyp0u3HGlvDTW2xukY/KJ1zuv1cuspndxlwGnF61GZbBcEigRhz8ZWnD0zs0JIKcG2kGXOHbWLdaPHGmhoAHckJ1S0hHYVoSWTq3L72/qqu/nwiazPb5TiHGCgE3s3m0ifSDt6CW2wkIFULXBYkVpcCLHMkTbb2hwcnV2VqedaCeAP6QpNn7pyOiy5eVlMwt/d54BMlclR7TziaYvQ4vFDh9JAuL/QANOCgGU4TCFk8PhNGyTley1p0RjthdlKcg8XNmMagkkAPHZWrxLTMiM9vttgIPYaE4zaXD7rkSDTjcQTMCrSS95gJHrd7rOMnDVEsyluZQMCRTodT6bDHa8VIjTgCKxXncI+bMEEsUxsMMrxp8qzJA6P9/phfcFpRilDoxMTzBwY9KLU4o1qjANd57wNP3fbH9fnabgPJE6zQ2Dpw1XV/NFuiiXRroWno/rXPgJtGKvWITGEJBDa9/Eqipvavu/Y8tfmVLdvfCyTqL/r9rW09k8yOkMnhFiPhgMtGBVh+MRVJkbwlsww4LtnV0ljHz3AMm5WqvaDFkijfO/3DDXH4Ym5gPSKTAIjTVS3X/OHeh9e/NHP2ig2Pv3LamZc0tPQnsrX1zW3Qn0ApSoWiAGiQBhOLMaKUOOUEOhCkiQRDXdS/CmjcRGsA0zKktre5ktB5cnlw0L++7K61z3ywcftXz73x9QNPfXDTmlfAPj/x8p4t7x5yiKMczSU9uPmzg2nHg4eokFKO5sMDunzLw29fjuaSyhFcUjmyS/ofD+ide7/duXfse337gw4F6I93frnn67Hdf//u/R2fP/LMxtVnnzl5zvRJcyYX2mtbuxsT6VAyE/3VaadsffmVu+9bMzxx6qKjV5y4+qxwIhfPVE2ZNeOetXf3jbTXNKfPvvDsdY+vi1eFNCTym4tX1HV4z7hw0ejMepaXh2PmRMYKprW2wROIoak8tfCYlkRe3TPsGJ0RSNUrA0lk5uL0savaq5rwoWnZRI0pXm2LVtkUBDL9iIlbX9140hnHOPzKYEodiCp5G2JxIYAzsKLZOivgValDGBNitIioBe/sDuh8YUNdo5c1V4RibGdvOlvtiqessaQNp6QuLx+KOZpa04XmsN2l5gQEtgc7HEgI3pjV7ufBk8J1JdNVKnQSDV6ppRG4SI9YNnlgUlO2PmD3MWBIp88bDkYtniAbSQqFlkhDS8QfYnFKjMTgTIZQxGlzUABWh0ff0hkYnJAdnpJbedq0X52zYMrspnCKdnq0nEmCGxCelwh2pK3X1TccHTchPX1uc02D02SRgusHE82ZVWCf4T15C5bJBeJJN2vWYZTUZMfdYQuItTMaSq3UyUGMEQMTrVQisZgL7LaBQKIpG8nJapsTFjdJ8Xow3YhajJkBx60ntEBnzkwwDApiOQxEMno9qTbQ2hWrV0ydNRca4GNXnKjB0CUrlpjsplgmYfe6DTQplsfWiffKgDsGVhx2iGfTCDhLwuJwpxBE+9yW1+YvWnbf2icuu/KWF19+f/OL79pcMURqEGxRPc5n6gqc08p7nVfedOPozFl3rn3o073fIHIsWdVmoJ1WT6y+rTMQg7ZQraUq9YzUwIrYVYjZ98UZ58Do4r1BBVbMFqIqln0p3UgUaVhk3w+RdqVXwfOwZTmaRRUDMMQxerNRqSMQRD956tK1D724+le/rysMe/x5OGCSs/gjiUQ239bdd9SyZUq9tghoFABtoHGcJUkjTZmpfxfQiFLiifsRraR5uMsaCzy67eXTLrmhc+Ix+Y65p5x/16NbPgdGP/nK3mde++rp7V+ue/7T/1cBXT6IUVI5mn9hQB9K34P7x/o5fP8FEB9K/7aD/vBvX+wfG/vbl9+8+cEnjz33/MrTTp235Mgb77x1zSMPxrPJE1af2N7dtf7xJ9Y9+mT3wEgyVwfX3pXX3Qz2KpHLwO9y1hHTOTsWTnuuuv4ab9g/c+G08dO6wWz6kvg9j1zqSxjmLx7p6a/v7MmPTm5p7YwHonj3YOS3lyyqaiBqmvHLr1/U2se09tLJGum4SY5QqrLQbnVFtIlaK5hW0qquaon3DbfhRhkYz0Qenzarbu7CluoGQXBW2rwKXxQjWcTp1YXj4gCuYFcAqQ3FUAe7W2NzqS0OtWDXCDat1WGwu0iHizXyZHdf6+jEbmg2zII8lROg2XAHSLMTBb8WyQQ7h7rAEIGRxBhdhQIctK62LQJ23p8QAM0gwUnzDsrqpBpaUnY3pdQiHj9ntuiByLl8iAbksQbOpPf4meb26ISphc6BWDhFNHT5pi1opXlk4vRmnESaW+M6NTI4UNPS4akqMB19/sHRVNdAtLrgSGb5QIR1eQkUeiYaxOrA/UEBxSSVUvDpCvhoekrGu2hv1GZ0cjJUKlVVoiR8IXoUV/E84XSycDAONxFO8IGo0cBKGEEL24Pp1rM6BSZXo0oANMkY1Dq5RiOx2Tif367Ti/13aJM4gfGEfDhj/N3lV9vcvtqmJnG6dnWK4MDj5xCJhBXE3Eyi15Yj0M8Qo19YEqPNUiUhU1EoIWhQFnjNmNywrtQyILCLGGXV44JKR888YuGFV1ziCvtkeo0z5K9QaWze8MjUuY9vfPmZF16vbe5FKmXecLCpq6DEEBVeAXQDgKLFiielBEyl8WXSRJToXLp5CCtAQzgwoHPJRMPzpaEYMfdeMas1HDC8CV5MMle6z6mnNdDSwEtUqE6i1MuUjA51GnCfDnXnawZMQoQ1ewotXQ74bdFc98DQ4MjEaDpdoRBrjUvVSn80jMjECl5Wt53m6VLaI8A0nBPF93MvzU4OPoIaU6NiVLVOUUz8L2aw0yrAQWMCRXt4c8hjT6aH5y277p6Nd2/484bNOx569uP7n3z/0Rd3PvXqF49t2wXLh7fs+EE/HlYuQ/DhteNQY9DlSP3PVI7gw6sczf/NgP7ym+/KJIbHlaP5vwbQQOePPv/qwcefvfHO+6+7/Y9HHr+id3Tk6JUrFhyzdMLUGQPDo9PnLPh0597rb7v7lrvWbHrx9d9edOX4SdMCMYDseX0jnVPmDidr/NDdHp06GWfZCmVFW1+hb0JDOGdCTYgromtqT+VrotG4M56y52t9dY3+jt7IhGlVy1cNLFnZsfjYQvc4IZJBWnqoQrthyQmt1U0mwSvzJcm6jmC60VfTnmjprgmnbcEE7okoq2pNHT2hQos7U20GOlMmhOLEOLlw3OT2E2arSrCrPAE8GGU4Xmq2KqxOjcNjcHrE2eTQ8TcLhMNtsTlNFKPW6MHtinHQngDwBUlVB3VUMUKA0hUzbVYIDjPvEMtfoayEs+usPjqUcEXT3nDSm8gFQjG7J2BGCbGooNfPC1YcAG0WDFq9BAdS8AZ/yNzUFhsarW3tiYRTZKZgyRbs4NIItoJh5VX5QEdL1UmrFsye35auIb1hJbQ6veOS3QPJfJ0bPlE65/aHjLWF6MQp3Z3ddS4PR9JK2qjBKDlKy2kBBeYSPDj8ComyQmNQYaROZ1BxHGY2G8B3g4OmTVIDhegoxMDICLMGN+rAbgOgwW6r9AoDoZUpK1SqCo/Hkq9OOl28WicFc52pTgNxoKuEM3wyV4NIpal8BhjNOxxStXp06lSLyyECCK1M14rj8sA4OF0ufygQFX10tqbxmhtuu/r6W42ChzY6CFagTRajxcEJdpy2aAy0jiaqmqpFvqukvniIsVqS1bUDo1OPWLJyyuwje4Ym5xtboA0AtJkcNMapTQ5Woq4s5eAHpAKX5cWirpyVBdKVYF0CtLJYBfjHs1oA2QB0oDZsXErwVKoILEZVSkVYlyavi8/IJEodZhT8bl+VYE3pDa6JU45u65zQ2DowcdqcWDqHUhSgGU7CBZdeGstkTDbbpBkzkMrKYDwKzYkYjygXix+KRRpRpcUtBBOBUrw2YYLvRgwE1FOi/YdjgEOy+2xGh0AItAxXyWgt4RQMdicXyKWaJ9324KsA6Me27nz4uU+feHnP4y/tfmTz34DR/wvo/0ZAiypHc0lltwEPr3/zJuFXYx/v/PqxjdvOu/Tai6+6ad3Tm265777VvzkbtPKUM/tHpmXyTZOmzf/TAxsmzVwI18/CY06Ayy9TU5Orzx6xdHY05+Y9aKLGFc64wWG19/QPjIwLpfxHHT/HnzSlCw5nCC8G51a4vfwxS+eef+FpM2b3dXTHFyzuLrQIkZSqph47+7dT8nXaOQtTyZxk4oxIsprgPVKLX1nfGWgfrorVuHxRIVsfCKdowSVxuBXxFJvJW/N1znCSJTjEZFG6faQ3QPNWDcVKwCxH4nyuxk2yFRwvtzp18F+3jwYfKgYU05pMVcxsoYszQTThCJ+p8iQz7mjSBaYYzI4Y7lqcq2ZgDEArpV6qJWVqolJHywiTljLp9KRShVZocanbb0IJqc3JFZpymWzUYqNpTolTUtgFzepYo06wGaIJodAcbmgLV9U7bX4U5I+wKj2SSDqdLiYdd0fCRo5HomnD6NT8jHktYJ/B9fM2tcONgQWmWEW+JjJ+tDOWcBGUgmbVsEezFSOM4k1CA6tSk6oSoJXgzAwalVZGEBqK0oDvFue8MIgWR9S4eJdSYUDEtKWEUkWoYWOpSlICtFKJAKDr6rP+gEOLyhVaWVVd3h+NIhWK08+6sFKhqW1sQeRS2mysVKgpI//7q68TA4QJjRoXT4iOkte25ACgiLTSaLX6wrElx628/Jo/dA8MA9/hu4eXGK0C77CYbBbKKKAkA5YTCAUsg5NssvE6AgM3yvJW4LgWY2oaWsClFtuACs5hFLx8NBMhjIQ75DbajMDlUi1XWJbMMuy6FOP8w4CGTkwDLYZIwzoAEVAYToVi2Si8pOSd4YUAUHHqYJHvGKc3O0zRdLyzb3DGnCOnzz66oXnYYk8giF6upmiTLVfbACfE7nUXWptheeTS5Vdce/38xUfLNBr4yILTrtBp1Aat4LSqUA2YaIlaLHzOO6FJVIv1scyYjhJvKsIvCtoDEByJM+BAWQLnKSWlVbB6ayyQaG5tHJo5Ov/kK2575sGNHz39ijixG4zzhq2fr332IzEd6EEAvRNUhuDDa8ehbhKW39b7z1SO4MOrHM3/BNA/D7ET//6TMLt/V+Vo/s9UHmB3uDC74kzCjz7fv/nVv2x784N3Pv38ic1br7jxpguvvPrSq28ZnjTv9bc++eKbse1vf/zG+58+vfn1F15967Jrr2/v7YxkvGpCnAoYSLOxvDWSdTW2t4LtWn3GGaSJzDemwW+ed9lqX8ycysamT586ecpoc0v95KnjTj5l6WlnHHPKaQsuunR5baNp/sLG629aka9Fp86MjRtxZ2v1vpg6mCasAZU3gWWbPZYgriUqHAHabJeb7BKPD/MFKMAu2N5Q3OTwYi4vUQyc0OBUJcnILXa06Jdx4LXFrrM5MRCwkjNrgHEoJtUZFDilBYaStMpo0jndbCQG7t6vJ9VVhRz05QWv1R8To1NK2RsARuKKXIwOVuor5VoEpRSMoNfjFXI10t5VWHb8UQ2NNeDNvQEWWgJfQLA5WIoRw+MIWgLNQ7bG09Aaq2oINHSkstUBp5cJBIVU2hsJWIycjDMjsQzR2R+pqrPAG8K+WJMcmo1owk7QsnDUXt+QBGPOW7Da+niuJuwN8iY7DoBWYZVyg0yGSlV6pRpVafUqmaJSr1NimAI6B4xR5otQ/igNDlqhRyo1iFxfAQ5az6Iag1qmluKUXosqtVqpINBAZ5pBEbEmS4UO17d198XTdXMXLh2eOP3q62+qbmgAq4hUyIDXGG0ET53MJ7xRB6JAoN0C+2nxmIOJINCWd9gY3qTQ6UxWh8ZAajFST4q5j8FFisMOLI0xFBhJfTHhHCASfGWlUiom+If3l0oVWiAcZnG5gvE4Z+F1NOYMeWubaxmBcQac8I0wAg3ABciWCAscLE46l2iKUw1LQ9XqYk59XbFaIOza6rEE4n7ws2KKvmLlRvhCS3zHi8MgpRFt8SuGjyhX6wkOowQNajSQvC+cDMZSVXUNYJP90WBjR6PZLjz57PMWpxeaSqPFHoqnELncHQwCppV6LWmkYZtMbQaID2gu1dUV3CbORsNFAewuprITgwLB0SNKidHFm31W1EoLEV/z+NGTL7hmzTNvn3nJvX98+M0ntu0WM2+8shfs8wPPfPgLAvpQY9Dl6PyvUTma/5sBXe6pSypH7X+mcgQfXp9/KY5y7Bsb27l/7O1PPnt627YHn3jy0Wc333TH2kVLVt929/oXXvrLI09u/nTvN7+76pZUbfNl113b0FFX357MNrrOvOiocy47dnBKdbLGu+LkVe0946bNnv/ghg2//u2vjzpu4eQ5Q6RRf8FF559yyqlHHnn0Oeecc++f7jz//F8vXDh19SlHjYzUmszIhAnZxka+p9fV0mrq63d5A4jdL6tpdYVyFGlBzH6FEEBxo4yxqI0WpdEqd7oImx1njCqgcChutrpQt481CTo9hhiISoeLAa45PTT08YMRwePnwDizJjWQDv4LwggZXKVOjzkSc3MmgyCQtfWp+kLO6bHa3Jauwa5kPqkCE2qm4IrS4VpvyFfdUE+ZOLiqKR5X6CqARxocwTgpSopXezYfnThlfCDoMZqxVNYRT1sCYR4OA9w67BQjJWCrbS4yELECJeuaM9nq8OlnnTAw2Hz2OScVaiN+H8WaxCAQ3i5NZvl0lSORtkFjUylDwjErTsqNZr3VTmr1iGDFAdDZ6lAoZrf7ONKsU+MSRalENIXqCZ0BR+VKiUYt0+kkYJ/BhqerrTWNHtwogRZOpkeUBomO0WImHLYHoKO4hqBRktTStJ5itHKlGKhntLAuv5sTbKzZFU3Wrduw8cilxzm8AQNN63Aa6OwORNY/+SRAUK5HLF4KulBSHeKPO4qzDUU4ArUNNN7U0cY7HIBsWiAMnBLacqVBTLEERlKpEwdnaQAWjSJiCRg1bYLD0omVVRkC3LpUDV+01RuKcjYHbRFydXl4Fc2LN+LgSwFMg/UGN60jdSqDqpRWFL4dvBgErSmmCindLSwtxaIBAg2gLI1f5xuqZi2ceewJS6fPmwa9QCApMB0cOrwh4LVY6BZMuEGu0ZOc2R+JQw9AT5LixEJVpTjyDoivkHpDsWgqt/r0X2sMBMPzdq8XTDR0FGgz6/A75PABZQjs1BvxTJg+Ct0yo52Bgy+NQcNxArvhSPQM7oyA/3CAg1awuC2RGl14/O9ufHjVObfecO+2dZs+2bB5x+Mv7X74hc/AQZcNcYho/mUBXT615D9TOYIPr3I0/xNA/3x4Q/z7JYc49n93cJWjtqTyydyH17871fuFl//88c59X3w3Bh75vg2P3bVu3dY33ty5/7uTTjt/z/6xm+54+M8f7P549zcf7vrqjQ92XHzVH45esbzQXnXlTec++NR1S1cPz1nSNn1R6x/XXA0dwIlT54HnamzrrKqvhZ+p3W8xWji1Bu3pHpw4YdqRi5c8v+mF9/7yzooVx1C0csXxs5cvn/ybs45IJvFLLlnS3e1x2BCPr9If1Td0+es6wfkoaGeFN8WE0zarh/IEabNNYzLrjUaDxUYmUp5QXNBiiMVGgF0FhDGcJp50FxpT0biTYtTgi71+nrfgJK0sjsmK/hrIDv3sTD6UygQFK5VKhabPmNTX30VQOEoawAYKLqFCI4ErX4SCiaqqrVl41NKWzt6axrp4Lmag1WqsgjDJAU/ugNhPr5BCw6DV6VVOtylX43Z49JxZBU0Cb0VdXgZIDUei1lWqtBVWt7muOa/Ry2bMnqDRIIuPnF6d8/d057JVdptLzZgqWbPE5kTBO1fVBKF1ASKDTDxaNP4ScQCaVWOU3OUzOgMms5MqDXGgHKCEAOaSNKHWKsBBo6hEoRajsANxIpLiKF6OsXItKdOSYj1pcNAYbUBJvUItIRkDyxoo8LO4QqUB042m88lKuWzC1JmIRG+2BqzO0LKVJ4kfUqpAZKrRKbNi6erPdu8Wo49NWokWQVQIZlToGbkjYPZGbRUqMVVFdWN1vlATzyajmYg3ZjW79SgnjrGIsdhaqVhWphJhzFRlsTYjJ7BwPHD8YColaonFbfGEfEq93mR1RjM1BtYUSsTgt2Sym4pDHGL2ItgMMK1ElSUzXhqDxoqVvOFh6W5hCdBasSyhONwBFGYtTCmWA7Ys1ZoCAaBLc8RxDpdpxRSpUo0UZ0loWjQY6vB5UIqgzUbALnz7o9PH9Qx1e4KRnsFR6E/Y3P765nYgOPj9roEBi8sh1yqhcVJj4j3AUklfaBi0pMrAijUJ4YCh/QA0804z7JcwMzhPqWgdAJpwCuZwtKprwvzjf3vWZfffunb7gxs/eujZj8Xw562fr3v+U5HUvxCg1z6/o3xcYu2hp2j/uypH8OFVjub/bkCP/Uj/AqDLPfjh9e8mS9pXPJJdX49t3v72bQ88cNsD96175qlHNm4664Kr4V/HnXT+I0++/NkX3+35bmzHvrGntr687c8vzz9melNvbOUZU1f9ZvKm7beOn5U74fSFgVjowkuuWf/4cxan/8ilywmO6RrocXo9DQ0dI8PTuzuHj116wttvvrd39xePPPjAzTdcAcZ6+pTOro5YPEYMDyZbmxyJqG7GzEJjm7eqyd45PtHcH7CEVNawLl7lsnlpm9vg8tPhsNPjtgkWxh+0eAJGtXijT8dwWpJWsUYdEDmR8gZCVvCzVjvDW0hYgf8CuzmzhrfqLHYwmwgwmmY1SlUFTRlCoYDNZkMq4IqTqlAwYjhj44q5FwyMmfaHwbFWeQLJfKGQrkmxAu6LCnWtUVeICsaMooku1ulgWCJfE8/XeUlWJCOKIzglBedrdwKgtQp1hUxZQbA4vKEeUze31alUiM9vxPQITVU43YZM3t4zkK9rCEG3wOGmwIO7vUb4gP2DLY3NWZfHGAhZ7E4a3tMizlVRWdy0zWcUTTSpAlOMM1jJQWv1Ghaueh4D886aZXaf2uJSkWYZaVLhRo2OKk0NV2gx0XQDcqFpAQeNYSoAtA6V0pw+FA84PO7Wrr66xp4jjlqZrW6mjFZEIofuvFyD3XHPmoc2PLV3/987+sXASvDFx66a3zO+oUKNgDg7lsgHu8a1gnME0lk9VmfQ5o2ZnWHC6FIYjBVqolJpkAk22kCobU4eegkkjaWzCamqEiwnUEyul9i81kQuZQ/4cc5i9yXyDR2JXM7qtjd3ttY21XMWkxiGbFCVKtJyVg5IDd/UD6PPpVEObTE4uhRgB3YVcAxLYGVpeKF0zxAIXoqPhkOFtwKkmhwsiLUSKKMtGnOpWAhcKmYoBbhjnN4dtogFfAUBZ/jecRPimTzJ8dB6nX3BBShF9Q4Nmu2C2AmQiZPC4SVi9IgcUaDS0hg0tCulm5xG8QdGKzFtpU4mMShwB8eHvXwk1jZh3vnXrrn5gZcefu7TUiAHcLl0k/BHgN4J+r8B9JpfKH3ooVT+zodX+TuUVI7mfw3QP2C6uPxputF/afnN2NhBVZ5Q9PBpRQ+lnwD6B0wfOt3o3m/GdnzxzSe79r/x/sfb/vzWWx/99Y0PPtzw7HNvvLdj79/H3v5gD2B6y2vvfDU29voHn345Nrbm0XVbtm9csHTi1AUdS0+e8MGuTbag+ohjp131hxtPP+t3ja2DZ51/2WMbN5985lnpumqTzcLbnLPnLJwwOrVQ33LiypOvuuLK0045ceVxR/7pzj/k0q6Jow0bn7m9q90/c1pda5Mtn+cmz2iK5oy9o+nZR3b5krieQ+x+ijKrNQYxsLd/sK26JoWRGj0mtzhIsxVjjSgPVxcPTlmDk4pSEjjgNUCHoNQMpzcLAGsKzKzTzTo9NMHIeRvu8pmgH6/TKyVSRG/QCQ6LzW0HDwUiBQowDRcwbzd7Qz6zzQVNTm1TA/SOGR5z+I2JKi/GSY12ncPP+oIOX9CVrUr19LfUNARxBgHIgmGvlIpFYMWUobgCjpYzU4xRrLdttrBOFw/g1miRUNAYDNBHHzuhvScaTlC8Xery6aNJk9OLAbwoVjEw3JqtDik0CEBZpRNbAqeXgYdGK+7wmeBgSgmMUFKnQ9VKtUKrU1ptJmjDXB7O5YU+B7ynBj4vZdKBANASjcgOpU6BEXpxwBpVaXUKtUYGK3IVApYWQE+bhMGRKY8++cL7H+3qH55kdXl5m50yiTmdEYl2+cpTr7zuRkQmgfODG3VNXTVKQ0W2EPUn7IKHTtb4aYsediGG30mBTQhr09qDmC2o5xxKwqzAGJVSg8A5Z42UTCGvqa2fu/AI3i6AhwXjafXbRVJzdM/wqFi3W2JYtuo3De39da0dS1aumr3oKF8sAU0xY7WMzpiOsgxw3BMNkbwRYCpOLNRJQCUug1NWFKsNCC7eF/UGEl7GQgJkDbQYu63F1HKNVI0qKSMhVjAx4nAm4eTAAUO/xMBqShUpBadVrlUbrWanz6HQyjSYTKKskCo1DncIqVTNmL2gvbtPh+EEQ9NmFhoPoLDZYS4NNMN+4RRZ3ALYdvh04P0rlBViVqmiqRebEwbVcxhpY2i3GcHEEge1vaP3PbX9sRc/e/6tvz/16hdgnJ98Ze8Tr34h1gx8cecPdP4HoLfsguUaYO6/pUMD+k/PHkIbd/xcz/6cpz+o/J0Pr5/v63vd/fTBdciE/WXIPrAERn/z7b+8PKADSfT/FZWn8P8n+ubnnrqk7zOdllb+oX/E5+3/e1HflFb2fD22a9/Yjt3A7q92fvXt7v1j732yc8v2Nz787LNNW57NN2bP/O3qk85cvmHjmnlLZtx8z62bX37v6ef+ctKpl6x/+qWX3/pg6xtvbtj0tMFE+BLe3nHdGGHo7e2+4Pxzbrju8sULpsyaPnDq6qPOP3flrBnd3V3R1lbXwGDgqMXNAwPBfJ0zluF7hzN6Cjni6MHW7kSu1ltVF5i9aAjsVL4hmm9MekI2h4+3+zgdJiFIsC8ERWM2uzEScwKITYLOHzKKM6QJGfAaxeRKNZhcg8Vq1BlUvIMBwNFmA4jhoQOLY4wO+qFgjsDpwNUrFhkQaM5Gl0K7gvEwuLZMbSZVnYQNSDPG2Ui7n8egJbASdo/VHXA6fXbBaTRaSbDYWlRutXFgzwHN0GYAlPUGiQGXCVYCDH5ndz14fJuDSmbcLjdttiqmzanvGnLXt3ENHaamDiFVjVtciIEBCstRBtGQFbhJzVkNjKAHI0xxSrkagcZJLDKrBAus1mNKlVaCEzoQcBaaHAxXsxxmFggTmEtOr9XJNHpRaoMYXafWyVUauVojr5QgKpVCq1XTNClTy4tusUKihU/aUqkiOnqH/JH4shXHVxdqoHuBEjgi3sOjMcqqQY1iiJxKx/JWs93KCsZFS4+YPn9SY1eeEjRSHRLJ2VS4GLvG2vTOEOuJcZ4Yi3JIhVigSymRIA2FGoY2wZtIZKRMRaZr6xG1yuTyDE2Z6U+mfcns+Zff8NvLbj76hHMffe6d+UvPjOZ7e4bnI5VEa9/UKfOWJuo6ERVlC2faByelC62IRMZYecFhlsgR6ARoMIUIYlYn01WCga1QIXJtpUJXQZlQlFLpDHAepNAaQWsnV1VipK5SiQhuRo1LxFF1D1upRsxuk541bH/3LQPHIpWyQCSuVGkUCkUg4KtEKpyOAEvbCJw1Gs2skTPgOoJGzXaW4FD4OZVSSpUQnG3I/O6aS2x+F22BfpxYCxFjxduSYhNCqoxODlEhtohdTGFqJvM9XZUk3TNtwa3rXrxv4/uPvbLrie17Htn6+doXPl23+fMNL+89QOSfaM+DW3etffHgemDL5wfV/c+LKsFx7aYDK/AMMPEewOImUfcU17/Xjnue3VnS3c/uBhXXd9z/nHhfEd7hRxn9dxX1cwSXVI7yUpPwk31t+kRUcad3PVPU0ztFldaL+hcB/X/x99NBkn+q8vKyhxEA+quvfz4qXVL54ElJZZHUB7Try693f/UNLD/fu2/v/m/3fze284v973302dffjX359TdXXHfNk5ue3vzK5n1j++5Z96fN21/d9eXYq2+AWR/7/Muxdz/bfc3ttwcyiYXLF6Xqo2BM/rTmbqVKarNxvd2Fhrrw7y48ubUptuToSSPDddOmFk45ZcqKlf1HLKxrabGOn1gP5qt/qKp7IJmrFo1YOGa2uQ3JGnsoY65piaULUcKk1xBywUlb3UaO40wmvshovdGMojjwC5ymeMsOrkOVFonGXV6fTamS4LghlgizAllM76AFwfuADUQZNbwb+CYFWglXDmEywGUG/VxgMVznrqATrqhEVRyMGHRawW2hxQqqsAI9ZbBIVo+Fd5rBiIn3o8yUWTA5nBaAGhBQra0AHx2K2DJVPsFmcHmZlraqQMhi5LWJtCuasCcyQq6BqWoyVDeLqmshaluoXD0dy5GsrdIZpjxRnnMSlKBzhU3NXVUTZ/RBYwNNjkIlVgEHFoMAwSSlU6kri5KCKUYNauA1QephCbYapNErShInp2gVIFSv1moAVIhULkOkMkrgGYstU2jEjI5ItoBUyGbMm9Pc2kAyBgAfw9G333X3zj37/nDTXRZH2GwNMCY3UqFAKuVGq/WK66668PLfNnTkOTva0JVceOwkxiafOLtrZEZHbVs0mBYCKZ6xKdUkwrv0NTUxjUJu0HMatdHuzGkwG1j3U8873+SKtI2bNn3h0lPOu/T2NU+de/nty0659Pq7nnFGOvVcqn1wcX3n9DMuuPHa2x+ZOO/4Qs9UoyejNXocoZxUR6owMaNTIOwQw9IpcQBaXayoIkZMM1qc1etJJUFr1EBjDQKMhoZNiyrVWoVWL/rlaNanwip5Fw1AL3TV6hg9Z+c9sWjn0Pj2/nEmq5OkjGqVXq3UeOxunRrTqnCKYF0Op9NlZVgc2kgUVwDodYTYoYHfDGUmxVxOuCJVl65vb3GGgipUh0grKxTi7Q345fAuI/zX6DaCp8621UJ7h+i0J5x7Lmr33br+pXs3vr/h5Z2Pb9/z8IsioB/aUgT0T9F8IHh56561W/esefEgun/LroPrEID+gc53PvcTTN+9aaeoIprv3LTnzk0HGP0LArq0O1HPfSJKXN9x58Yddz6z885ndhW18wf9jwf0F/vKg6NFlaP58ID+bNcXAOjSBrD8Zmzs6zHRbn/48Y7dX+7/4NOP93339Tdj39z70L3nXHLelte2v/Ph7j37xh58dOvLf/5oy2vvzFy0ON/SkCpkXFF7U1cdRhsYhmptKWTT/r++v3XOrN7hcXXHHDVaX+uqqeanTMkOj4/0djtzOeL+B69etnLWlBmtI5PrfnfZqp6BnCdACg4tYUZYh8yfNLvjgp5WwZUAXtjm4QVBsFgsJGUAbBG0TK1DVDrEbJWBOS00h+sbw/AM2NhMNtrQWAvXJDid4svlIFgBOovzU3CZTFcMRCPk8BDeXE9rANAUL1IYrvZIOgwsBvvjDrmAxXD5iS67eK+p1Ec+EEHF4TKFlGEJsKiChfH6LS4PV10bBRy7vUav39zUkoVn9IZKWA/HrDUFrzj7ppFs6OCy9Wgqr6tpYgttlly9EEgyYEVNTrF0FpisVG1g8bEzTz9nJc1qWCOq1Yuprg2YSo8q5ApEp5fL5AjYdo1WDoAuLUuYLj38QfAQBEZbJYZ8yMFBqzRqALREAw2Vkba4za5w19Aks821/MSVvqCrUgYmEvEHPd39fRde8vv+4UninUGJljbZ5BqUE2yUibvkqkuuvP6Ktr4CHG3bQNXSVbNzjV5ADxjnqqZALO+wBQiClyVqXMedtCieCFQgiMXiM5pCNnd1rn7A6ArUdvYn67uOOfmck35zyfjZR60445I3P/3ug71jl9ywfvyMVXOPPvvWe59/86/fvv7B/nVPv2b0ZLWcn/fnazsnKgyW8dPmS7UoyTJKjVSqQAgW01N6uU4uUUtK8R683QT9JB2hkqoREaO4hjKSGI2r9XAuihVnAO4pP3wsHaN1hJyIUkJaTHA2W3rHeSMpaIeisXQmnYc2V1Epl0nkcqnCoEd5s1GwGEkKhW6ZzqBQoTJw0PCDYSxiUWNxrqC6Ek6CNxyENgxnaaNVsHkcvJOHXwu4bERd4U36GbvIaMpp43w+RIO6q5rveOzV+579YH0xE/8PgH5k2+5i/PLPQ5jXbtm9ZsvuB7YeRD/n8v/zgP556N1//PfTQL1/qnIKH0YA6L1f/Ry1JZWj+fCA/nTnXsD6vm/HYAmkBg++rxgL+LedX+wDPy6Wmn1hz9d7XnztxUc3Pf6ndWt3fLn/3Y92XnbdbZ/u/eatjz656Kqrn9r6/LSFMyfNmQh+YWTy6IQJIwyN/fH2a9QKxMQhjQVva4s/GsFyOSaTwRoaTUuP6Zw/v5nikDkLx7V0RHi7dHCoJpo0sWZJPCtYvCrGXkkKMtKqNjsZuAagX6nF1CYTZzYbKdoAPfpwTPCHKU5AGDPS3hPO1VpjKbM3QBcz32MOp9lsYQ20FigMZhkEXBZjG0gFrACdYUWczYFJAc3iQIeFpAWiFGALgC7dfG/qbIxmImCRgMsl1wxoPtBvJTRi6FgFcFMLCgSdsYQ3GLYBoK0OHIyzPyg0NmfsTloKnXFWbRYM4bgpU2vuHOfrGvSlqvFgDKw6FklhvFMGvEBZiZ6RqkiJP2EfmNjR3ldrcZNON+dwGXFSBd4cAK3RSktuXaFEwEobMA1wuQRlWIfTUlpXa2RgrmEJD/WoCjUoZTIErDMgRm8AcwcPVA2dA5n69ukLliASpScYgVats6c5kQ6A8ZQp4ZTSSq2GhJNtc0mUWkSmZAWBs/A94wZy9TnSRFg8xqbuqqGprY3dSVKQOEK4PYhZfPr6jtji46ZNXzCUb4pla6PtXc3+QAhBNNFUW0PblCOWnnHNHffbY9krbn1gwYpfz1xy8sU33Lv+hXcff+mjDVs+fnzb3za+tPPJzZ9s2PTuZ1+NPfb8209sfre2c9Ip511z2gV/uOaOh3EhaPElcvUtYiS1rMJo4fBiuJ4WN8i1ag2GMjxntplYntEY1HKNTKGV63C9HscUOjgverXBkKrNq3BdOBMH+yzmaFZUBNOpE884k7N7tJTZ7kvEsvUkI1RKlHKpisBIksCg86FSyuWKSoVCBi0ximkpaBUILWehSvMG4WzA7xPabzFyA0NRihCc9mg6maxKu4Ne1sJCW97U05wu5EibcXDGVFcqhWgNrROm077M3U/++f5NHwKagdGliYIA6Idf3FUMj/t5hNyazbse2FyG4MPrfwH9T/7KEHx4lVP4MPoFAb1jz1df/f2Aa4Z10N92f/nR33bt/27srff++tLrrz++8cl1jz80fd605auWv/TGS9vfffPUc87asv31/WNjn+754pW333rk6Sf+8tn76zc+ct0t12IUOWnSJI4lJk/stVnU9XWO+jpbQ8G+aFHnuecuaG62RKLKubMK4Kbzdc7ZC/unzWqfOK3BaJYCrwGy0JmO5blonoPLnnXqbT6zM+CAqw76nQSB0QxO0fpQxDZ+YtPo5IZkFWu0IjPnN3cPRgot7nSVzebEigHFjEmgSKMejLPSIAFAA4tLgAZkwzPQ2y3dRmMsuNVrEudGFxM1QJc5lAwabRxcde19bQDrEppLWS5LsbelOccoqWM4Ghw0EA+8LfhchtNWVYctNkKw4nAMmVyQt+ASGYJiEpDVYahudDZ3+Rva3PEsGUkY4lna5dfqSURwozY/g7IKsHgoo0zWBMMph0KPwMt5CwndBY2uUsxwROnAQZekUleWbDKwWKmSwIo4Kq1VaNQypUqqUEpUahHQgHXgO47LpVLEBg5OnIMiR2nzmg2b1m/cduLp53QODa84eRX0G8Ixty9kIRgVbFPdkPWGPKl8prqhnjSySr0WZ0lgoi8SgDNWnK5ihIYEN8nVJBhSozdBmdxKJY6Y3bpCRyqQdIgpD2VIJl8FfjcYrX782T9ve2P33Y9sfeGtT+etOPWjr8fWb3nnnKv+ePHND9z71OvX3vf89Wu2vb1z7LUPxl55B4zzn9/86zdgn1//8Mvlp170l8/Hjjvtd9fduV7DuKbOP3bxsSdmawp6nLA47BhF02YzZTLpSVKDYRh03EwcHDAgG4RSFDwv9rOkAFcDxgqIUuNLJKF988Zj0AFR4gTKmeyhRG1bPyI38K5o9+BUirXBz8LMWcEEw28YzjmcRviKJZIKhUquQ7UGHK2QI2AXtKSYvxQseTFcxKQ2aC0uG8jhddo9DqPFRBlpwSWEU2HWbpSiKqMbyB1T0Lw9UVM/MM2Zabv/2ffWPP8JoPnhYsrQUugFMPpggN6z5oU9/wvoA38/H6n4j//KBjEOr3IKH0a/4BDHri+/FoMCvxMB/fnefUDn9z/+2+tvv7flpT8/9vTzv7/mmquuv+bam6+58Y9/OOb4o/tHewpd1Y9sXLvmsQePWbns9vvu2T/27ZsfvHPC6asee+7xs84/a3D8yNy5cxcumN3eWkURSCio0+kQkkT6+vxnnjmjs8uZTOqPPKKzrzcq1lSd1YYzSO+4dE9/Ol1lcXi0jIBEcnTHUKK5L+6KcQBQMc0jQNJmxTCUZjCG08eSjhlzuhce1dfU4Xb4K0an/R/23gM6qnLr/z+Z3svp03uvmUlmkklm0hvpCUkILST0Lr33jhRpFhQbgiAoIAIKAiKoqFRRrl2xN6xXvXrV/PeZAd77S0Tvdfm+/7vWvY97zTo5c3LmzMF89nc/Zz97R8ZOrh48sswfZuqOZue6AJSg/PRWmtQrr81ySAkBbMMrV8o0SwVqw18XoBm2YQ9LhKQKO4A/UCa724F8ho1UOi1YaroT6MxhsqeZIkRKTKFEpUBDDJeIJGkEJQpnOgQiRCJDgMtmK0XSYr4Qgf1KjGeyYlYXavPIPQE8nKWOxc3RHCMEATqzhNSJAcr55dmeiF1rJTQWcAZM+4/kqZj5DamcAzGB1aYjKTkgAxQ0ICONxeRI8PhpAGh4ZTNzmwyg4XpA8QGmgSxKVASfTtEi0OBur4l5jImRIqXqzEvv7338+YUr16+943atWZ+VFwU0F5ZGs3J9zAINLpJTEGUadfOYvDS7zw53hplOTS255DFpzjo74Q7rJSSi1CIGtyiryJJdbA9kG60+NdzSzNyMxSuWAhz7Dhg+YcbSlrbxp17+/INvO1fd/dDnnZ31gyY8/+YXX3Z2Hjz79q4Trzxx8XOmddOLXzx55qMLb/714qVvz7762amXP3r+Lx92jJm95eEnT7/6yYrbtjd33NCrY8zYqfP4EtQXzATsYjToZRMYoU6VATFTWgN8QSWpAoOdhM4I3oivoKSYgTK4bf7okLGTlWoTabCqLc5wori2tUNKmSy+bFznRfgUTwYxnFNndEHkhSDgAjkYIaBoBUYoUBzDcFIqU3B4XCWJgmIwOY0qE9xMIQE+wqQTyEQ6i8HisvlC/mBmutVlw2hcTihB14swmSczY9n6myUaY2nPtmPn3+41fMbBU+8cPPPxY2c+TQrnK0WcmdUlV/KXu6Qwf33g9Nf7z3y57+yvWFcu/xfQ/+zohuDftu4U/g37Ex8SpqY1kukfzGIZ2PP+J59fePn1mzduvvGmm2+YPPm1S2/sPbR7z2M7b5g6+s6tt4yZ2nbrvcsCWY4V65cdf+5JoPajRw/seXR3aV2ZzWsbMmLktGnT8hLZQwc3l5W6QTVXVdtq6+zRLFl1jRUAbbcjkTCaE9Oa7IKde9dnxrSgoIeNrANAixVITVMGALq2T7S4Nl3nUgJhcQ1OqnV2t48G3hooWi0FNVpc7mtsjeaV6nwZgunzGzNzFYGIpPeA3JIeXpEMEcuQjCyXK2ACdQxnSLbqEMFragMUtD/iAm3Ok6UBTWAn0BnADRgC8qZmooHUzCJdNiJKFqtM5dumcm95yWamAGjgHaCQWbpi06k0CouNBscAOxUos0CDoCQyBRcgq9YqcVJstpI4DUxh2ZxYotCTX+hzeSn4Ig6POisvEC/JyowHaQsBuh6M1EltXi1QHsAKiMcIkcdrdXssAAuGuaQM2AFE5gtYSlRCkAqQz4BsqZQrAvnMY/G4aYBpAHQy+1Bis5OgIz0+I1fEBoohiOTBR56pax1B6G3heC5cqjNog2+KUYJYwuf0atIESDDi1NlowLFSBUGMHnwYZcBTd8Mf8UAgAi5NZ8eYh4FOUTBHY09XAql1Dnl2Ybo75DA7raWVNU5fOsKRbd11ZMna+xC+evbqzS9/+tOKe3c//dpnpX3GGDPL56y//8WPOt/5W+eZdzuBVmde/fqZs+89fuIvvdrHr9iwdc2mHUMnzLtty94bZt8o1ThX3LrV7M166Y2P1HrH3AXLHe6Axmgl1EYlqVXprd70aCSnwOwKCBQYrjVICZpJr/aEAlkFrnDcYI9QxgCm9WA6V3ZRrcmTOXrKPNrs9WcV8zGT2h4paxhk9SWQNCVO2Unaxk6T4DgJrlFJcCi1HKWUOE1pjRYVEB8js3JznD6XJ+R2BZ2UngL5bHLYZDgqUUpRCgMFnZ2I5RbE4RgZrmBqMykVoNwrevaavnRNZmFDQd3Al97/Zcv+c4fPMwnLwOgkppPaGeh85nIyPa4LCr8CSu47/cUjZ37FunL5v4D+Z0c3BP+2dafwb9hvptl1RfNvAxoUdEp3w++mMrU//vxrADTA+uyLL/fq33/l+pWAj4kzR4dzvDUtxYkK1/CJDffuXNcyoFqgSKtvrdp/ZO8Hn7+7fe8DU+dM9QT8Fy9eHDiwT2fnF3fcPrO9IzZxUsXSZf0iUXFRMb10WVtDg9dp4xUWWBQEMmxsnVCGVNWHSyu8cxcNnTyjj90njhWbSusDjhAuwJlo2hPyGCx2jcFsMOicLhOtlkjkiNEqDGXh4ZgiI1da2WiO5smA0dEEYXOLVDqOmmkHLgLK2P0mjYXEtXIAMZhSJUlhurSmIFGarTLhoNBTyAZeywgpsCmlmgHWELoCktQmVYrIqeVqwmRheDgAAA3CSizhs9jMFAeXjwCgG3qWWmwUaGf4EaAslrLgj5xWy5WYQGfAaa2M0kiCYXNVbSKe8KMEB/hrtJKedJveDo4Ew/UYs2CaFosULAG4GSkLflGu5AH9/QGHw2mUypicOdigVUqpTIDhMrNF53CatTqKmeIAQIsYOnMZZc1KARpuV1FxBk8IfoKpGU/rjAhb9tTzl5r7j9u6az9tNuWXFgoU3HhB2GDBwYUAkmxeNUsIsQWT84AImNgC00hgQ2NhkM1UVWa28cyEJ00MBEZQHeIIoVmFjqa2siFj2mIF2SqDIRTNGTRywsbNO43uCGXNyKtpR7iUObP07Hvfbjt8JtE4pGbg5LkbtjUNn9c+ZTVE+hc/6XzxrW9PnHrriWdeMTijY6cuaRs+qaCypab3kBGT52/e87jJl71u03arL3LX1ocQtmTs+GkWpx+ldHwxDsjOK6qqbewbiOTypBilZ9rbSEmdN5JX2dTeo7HDHy3HDAFfVg+ErzJ6c8fPXlXZc2AgpwIRqm7e/Mi+J14cNeVGrsKKsMny6gEdgydmhAvEEoUCE2BM7Wg+W8ASSKR6k90byPD4w2WVVRDPpeo+s4QskUIC31eCorBTJBez+GxcRXiC3lA07PR79VYrZTCZPL5YSeWYmUvq+o1BZLbS5htOX/rp6AtfgmqG7w52DdCPnv7sv4C+AuiuPP3TRzcEXwXxz90shd3u+xnrfoaf/tDKxu7I/m0DUgOmL334/o1rl5fUxFs7arMK/EXVGbdvmdsxuqS42j9gWH2iJKy3EZ50y5YH7x40ZuBz5589fvLE1vvvffHFkyeOPzR//oCFi/q09vHWN1pnzKq5597J6zeMnL+gz6D2fJdTuOaWSUU9XNPntGuMrNw8c3VDaMDgkvQsMrfUwlMitgDuzNALlSxSRzq9gfTMiMNpqWsoi2Qx3VK0Rq7GhIydXDV2SnlmXFTYgyqvM8UKKJODqyQQptadWWlyqLRWChAMaJaRwtQcNNia21bUNFcAnQHcgG9MIyN0CqvXkEJwdwNAMw2fkmV6FMmudHJSpiBkOKlUokxWMlMFH3QWzk8tn1GgfI0O1elJULt8AZNxIVcATCVylM+YkgfYJQhmPSRQW28itWYa1DrzEFItT5Yt5gnlbL40rWNQq8tjFEnSDCamyBEIZ6GI9Y9pdl2Mx0PEYrZMKhQKOMBxLg9BcaHBhLk9GlIlkMgQoYxPaQ0cCbVy3faN9+4bN31BtKBQZdCBK4rFQyqdrLaxkFAJ5CRHZVQQeimYwUGrzEoJwVHQQqAzV8qSUxK4XbhWqlDxZDQipRCFhmG0yYPGS9Ob+9e39G/JLy0F+dx/8GgQsGX1fWLljYeef/XRZ19BRJqa9vG5tQOOnH+nccgUc7RHWZ8J82/epfZXZPcYFMyqbmgdPmXWytb2MYTOyVdqQOSKaZMnq6DPsHFDJ86aNGepNzPROmBYcVmdHNWIZYTR4jZafbFEWc9e7b70WLy4aufeQ4Dmnv0GTZm7zOqP3r5lz3tf/nLkuVdv3bzvptv3LLxp661bHrWmF+/Yf5Iwhyuah4+acdO8lVvaRi7gyCAi3H7g8XNIGjpr5gpmooeHaK2E1qJBeBwWXwxqXWtyWF2B3ILi4WPH6iwAZRmlU/EkIqaHVhoHYaUZrEaUJBQ4hlGkSqe1uFwIl2vzBRAmD8asdUe5qM2ZVT9qxq3jF23e/+yHJ175bt9zH4KChtdjF7/Z99zHR1/8ZsfRt5948Vsg3ZbHXt/7zCfH//Lj4fPf7Xnms+sB+nr27wbo3Sc/2fXsVXvuI8aY7c/+/wN0t/XiKfvxh1+6WWfSuu9nrPsZ/m8A/diRE3sfPfTM6WefPf/04af33b19fUt7hT9bs/vQmlAcDeWqKxqiJdURUieeOmes1owPu2Hg/bvuu/n2DaPHDJk+Y+SkSX3a23OmTq+srtUvXd7a1h4qLVfNmt3Qr38kmqGcMqWp38C8EeNq1982La/YmigwF5TZcgoMTX1j0QJDosKjtUsRCYTYTNYEkgYBOKlQSiqrC3v1rp48bcigYbVFFY5ebZHMuKy4SlVaoymu0mXlEe6gxGQXWOxKh0cNl5SiMGhSKSFI0Tk1B52RG6ioLw5E3RC8q80EEBz+HrujOWWp7A5gNFfCYYtYYBwxmyfmaPUqk1mLE/I0FgJK2WDC3V4DyGetHrM5tDa7nqJBYnPAFEoxiokxUooSklRGM1MslJQB2ZmVh1rmISSmRmW0XEqIQKIK5Uw5vVCGS6ZgZkukco5KjSqUQpGYqUB9PUDz+YhYxE0Bms1hAJ1U7mhBYSgWTxYy5iB2j58noWctvGXavPVzl61taR84cty4uuYGrgABEQ0RA62VUnoZABqgLFAipEEGJqf5QGS4S+DtwKWpTCimFUsIFhzAVyJcOSImEFzP01iVOhs4G5WCJJkicCZXZm4pprMjPFl6YdWgyfOze/Q1h0twe0Z2ZWvLsKmOrB6kM7e015jNj5w59drXMsLBFaukmEmC6llCjDY5g9n5tmDEHs5GJGgwXsSSYiU1jTqru7CkCkH4ap21oan31FkLNt61ZdO92wrKazhipTcz9uD+w55Ibk1r27ednUvW3ZVb3iyhnUdPvbXv2Csnzn3ywP4z73ze6Y/VffFLpz0T5PW03Ude/uzHzifPfLTt4eeHjl706OHzo0bPMVl9dq9TjAkQHosrkioIDeh0WmsjVGahDAUcF5aX2r1utpAPFIY9MoyUYyhG4/D/qlSpAEaz+TxKp1NSFKbRySFycYf9uRU9Wkbcev+Rc2/99OSFr5586ZsdT7xx8o0f9558/8y7nQ8cff3YxW93P/XevA37dx1/D7j8+Llvnrz4w9Ov/nzwzDe7nvrkPw7QP/+vj85fte4I/m3rTuf/G0Cfe/m1L77/4aXX/rL/yN55y6fklPia+pXcuH7SkrUjyhtduw9sILVIWVWmO6CaOG3wzRuX3fPAbbUt5Rmx4MzZ47bvuHn6jD49mzwjR+e2tQcGDs4YNiIHGF3XYOnfFt6wbtRTT93VtyM3EEXrmjLbh5T6Q8qJ05sHjSj1hpX5FV6QZkY3agloECGSnu0dPmZYvDCh0ZIQ6UO8r9UrmDZReiS/1Bgvplva/OV1hkhC7gryrG4eAFqjF5JqIaljCv38I51T2dBltYWjJw2bPHtCdVMPm88MkTupx5i11KjoV02Z7L3El/GYjnZ8pmEHszZBynN7HSWl+dmxDIAmaOGaupL6xlKnW5fK87NY9bQKAzRjuEylJtQagtbgpAoFoCtRiVIhhrdgA8XlCoIJlpn6PjjT84mZ9ZYLgNFCMZLGZjK72VwE0Aygh1ew6wFawGdJxDyJVCAUcTlcZoYamK7Wynu1Vtqdag6PSRxO4wkRvvziG5enzV938c2P3/jg08+/+f7cxYvwXcB57Nx1n9aIgmOj9QpwY2lCZnKDMijATQKgdTZSb6fAQFOjGpGUZEvJNBnFgn8syijW2hhqcyRMFUCmIKdKy+JLmaw4gRThixG+hHQE5t50l9abU9rSLlBZXNml+XVth0+/0TFuoTenAeGqcgrqVSCcxaQAnINQLpATMloNUUmaXC4gSUQkkqnVPAXKlSrAPQZCUTZfZHN5LU6v1eUDF0TqTTyZMj0nrjI7bMEMTG+VqEyT56+af9Omrzs7B41bePLilxu3Hd93/A1ruEdNv4m3bD3ce/jcGTfe98I7Pz114fMH9p0/9vwHTzz99snT71qsWZOmLHT6grhOnZVfWNfSz+rJBEfE5kMYRfUZMERBqBQEzRIIvKFQc5/+ap1ZZ7RpTCY5gQGgdSaj1sisYJKgKK3XwxmKa+qc4WyF3lXaOGj7o6effOGzu3afOnz+s5ZRS5zxXtuPvLJu21MHTn181yMXHjtzecDEDXc+fOHJi98fvfDXIy98e/j8X/c/d/nhZz/9swC99/nLD59ibPfpKxuwB+y/gL5i3RPs/oD9gfKn3RH825YqrrTv0GOPPL5n35EdbcPrmvoXDJ9Qj+uR2taMshqvwy9fvGJ8Vtz+4O7bN2xc7AjqInn+3u31HYMbKqrSG5uC4yYUT5xSOGRYBET02HGFEyaVpoc5GRH++HEls2b3nDG/9da7ZxSW25v7xoaMKFu/cbLJwba4hTYfAX/whZVZJXV5iADBdZKiijzgFEkprTaDRotr9UyR+2CGpr4lc8jo4hnzm9uGZiVKVL4MsTekcHqVap1ALEdQlRAC83+kM8AaZGBD72pXuhVVy7VWld6uSa0k9ISdqeeB3S0FzdTss5AppMms8ZXjADAExaRAXrUGc3tNOfGQy6PnJFeRgEYGEAOCQfUDnU1mncVq0ICk1uAEqYD9oHOvLPyTMiWehQrm/Hwl0z8bDAANBpAFCZyay4ZzSmW81LPB6wFaJORcAzRfwBYI2XKFgKSlCgWntrYEzgC4R0kKwPfqO5cvvPHx2x998/ChE4eOnowXlibymTuclqyLjatlhEYqVHKkBM/k0ppcarhvEpwLmAYEMx1bNAKlWojrRCCZTW5KoeKpzEzbF1KvZDp/K4Uqg8bp9yoJmkmy5vPye1QYvV5Eqhg8YXYg3uPuB/chAkV+dfPMpesHjJqeV9lnwuybfJEySuMQyyiMNFhdAYPVqSRVmFZjdLts6b7s8iJQskYPBCbWgrIyhMN3egPwXQLhkNFuFyuVuE4rwlCIGiQkpXe7EXDKFjvCERn90QVr7oiWNDx68uXdT7ySWzVk1PT18crB/UYtyKnseO7Vb4CVL73XOW3plkeffvfipZ+nz9uEIHT/AZMQRFFe28qV4FJcW1zZ1Nx3WL+BY0sqmjgC7Pgz5449fYpQ68EJTZs9P6+4nKANZptbZ7GYHCCxaX8o3eFxc4WCVP4fONhQbiJWUimmTeZAXv2ACavv2n/g5Dv3H7qIyN2B4rYhM26evW63xJSYuGzb/uc/qelYsGzTkR1H377/0Os7jr6z95lPAHCPnr3uHPT17HqAfuTU53tPM7bnzJUN2AP2bwforg8H/y9GJ9ivVsv7DetO5/8bQL//2dd//emXY8889cZ7r3/f+cV9D21YuHLMnGVDTzz/QEG5Y9rsAfXNWVwhkij09KiK9u5X3ti3zOwhA1FzdX0MFIw3wBk+MnvT3cOtdqT/gEBVtamkVA3IrqkzxLKFy1f0y84n88st8SLTlFl9cBppbA23tuUUlLt4MmThypmhGJN164tYIJTmyxBvyO50WTxeh91hAmYxzVVjtn7tpbfeOX3VhlHjptbUtfgKykyA+/xiVyCk05kUmFoEgJaRfABNqi9JarpZZSKZfF4O08NJbVIBcFNlybqjOWWpOWhRMpdDkqzOw2RDi9g4yTypo2g0mhWsrC5M5GearSq5kpfGYhgtEnOZdDcBD0UVKhUFmFZpCVKlAEHNlC4S80XJQhkiCZ8HR0p5YFw5XyAHN8AgGwANJ9HoUDgnQUmAzqDTQRGnkqB/HdBibio5+tpaFfggcBUkKeNxwZfIXB4nk6DH4r586aO5S9fNX34LIiDSuMqSigY2R2C2WpjwXCHkS9kozTgto1MTzgm6QzbwYSCoBUpEhDE1Q8Q4AvIZ0wp1dszm1zFvKdKYRHKCmaZniiuplIQaxwicLxQIZYKC8oJoQTZXLlNqrPZgDIGLZWpc0XUt7b5wnlCuM9gynz37BklbFQoaTGuwagxmjojpI85HJYiUU1hbMnHeVNqicYV84EiMVkskK0pp6VhednZejjfkz4jHgtkRyqyXqQhELDR63RwURY0mtcsfLqwobuiz6+iZDVsef+joKyOmr1tzz8GDz73bPGQOwtIOnLgqXDyAspeI6azG/jMX3rgtlNWwfceTgfTSlr5jtZYwwsEB1hyxxh8pyoiVIiyJzuQeMXaSktSqDZamXm3grnFKP3jYaKPNmVNQ4PD59FYrStNCuZzWaxEum9DrzF4fqjOBoo9XNg+dsmTWqnvXbD5UN2gWIrQiHMOde89MXLZ1465TK+89+vAz73kLBgybdcfqzSc2PnR25xPvHjr79cEzzBO/PwvQ187z8NkrG/uSO/8L6F9SgL4ipX/6Z607shlq/+9PcXz0xbcgol989eXjzz350IGtMxaNWrz6hnt3Lp+9cNiUWQPLq9Jv3jinsjZissnqGuL5Rf72kQ11vQsCUQOhRmIJ1fKV/RcuqQuGkdFj4zeML2obEOnXP9QxKFxQpMzMTOvd1+0McIeOLddZEKubV1BizC3U6q1IToGtvDb+0P7tRZUJKS0I57oAB5iGF465AR9CId9s0YM4BXJZHSR8dP+BRQOHFzW0BvNKddl5mpx8pqe4P11vtBKUHnAsgyAdpB+qFkOQDhIvOelMZcZDWfmZGgsNQCF1hJJWIEyXuSsCtoulilWmOi1xJRym2V2yK4dQzLCYeRaHiVFcyOUzcxEyBRd0a7KekQgAzeGw4JpFIgFsY6RUiYvhXWYRtpipkgFqVyoX8SUMncE4zAfBp/ABamAsNqJA+bRaDg6JWXKCMRPZMlDx1wF0l6XeqdXe4ELSEMRmNfL5gOY0h8cLVxnOSVi8mQif+vL7zsePnssvrmUcFMJxuJwYoUCY5rAycGNWrykUC9j9FiYHHOXKKF5yxSNLQiBCFEiNgI6mDIpkkRNmjc+VApsGHOIVloBxCeCBbE6DnBBaPEajy4qkCU3OUCCaDfzi8CX924dx+AqTJeAL5I4dN8vni6rUhlQnQZ3eaLbbmAw2j5mP8f25vqzSbJlaRptVpI6k1ZQClZdXl9Y1V2XnZ6mMNKYjKJMK1REKDWH02RExf+7qFQq9XqzWyXRmAaXvM3KqP9GECC19Ry0aPGnVbdufPH7hs5q2aYtufnjB+ofnrd0drxo5YtK6UZPWnv/LV6+++f3lrzqN9vyevcdPnL62fdiM3KKmQKTUHczFNTa4XVKl2uIIsgUyuG/wzeE1UVBucXrzS8rNDjdXLGaWO/J4WrORIxKwJUIJSeid7uL6lnGzlyxcexcwurDnsJX3HFy66dFXv+h8+Jl39j334fgl941deI/cWiAx5fccvhQAvf3wm8de+ttzb3YeeeHbP3GK41o+9d5zVzOpzzD2bwfozv/l8csvPyWt6+g+6dEdyv8OgP6hs/PkuQtbHnpw2bobl940b9m6Gf2GlhRVexYsHVdRk5VX5DVaxaPHtvTqXUzS7HDUSJl4Jo/CH1Unis2lleZ4gSwnwe1RjXcMCpmBvLlo7z4Bjw8BZPdvs9fUa2ub3Vn5KoByRowcMbZswNDE0lUjSioDMoJbXFWQW5zdb1jvutZiRzodL/GBiPYH3OrkAFKDurTaaYtdOXFqv2hck5lDhLOx9CjhDxNOL2G0KFQ6md5GaKwYbVIwT7r0ckCJyoRrLCRbjABEmMReQTKi12AOv93mtQoYAfsrJkoWtGSLWCxhWqq3NChESkvYHGZwFQIhMy/MJGZQEsZt2DU6PanT0xSNMbMNoEelYrGYyVNm6sxJWalJZImYlyxHJ0VxObAYVDNwGRQ0XypkTCIAajPzyEKG+HBmHJSpQgD2G1kcUhkzbSKS8pgySTIAhwB8ACDSoFcDo0HF8wR8QqVG+DyVycKR4mtufcDoiM2cs1aj9/l82RyuKNkMCgFFT6gxuC3wNVMVlpW0UmdT4zoJoReCKTVs8RVGs2WkEN4CkmotWoPdYHIadTYa3KFQnkaQCppC7U6NSIaIFCxfhpfUGDJj+eAnTHYzilEYrpJCdAMREyIym73tA4b1bm3zedOFIglOEmqDBnynwaXXe9SeLIdcK/bHvEBvuDAWB9HoQKJyNSbC5jO70u2B7GBGIjOclxlORHyx9Lp+PRERO7ey3JSe3jRoaMe4yQhXXtIycsTsW9ZtOTxz1dapy+9++uUvLRk1S259RB+o9ifaXrjUef7NXxCWaea8O++4+1Bt45jmPjMKy4dxRQ4EoWzevFhBPSjo7Pwe85aupfROjcEtklEavaO17+DispqKqkaV3uwOZdA6I6HWgXxG2GwQ2UwqtIAtwOTujEy2Ekd4MndW0e07Dj5x/t3R824bv/TuusFzp63avuGBpy5917l000F9uE4fbhi7cPODx9458sI3T73y44mXfzgEDD19+c8C9LUViY+cv7JxILmO/L+AvjYYHf0r9vOvvzJE/ofK1H+0PvV161B3R3PKPv/274efOnni9Kkbpk0EvTlodN9Bo3reuG5GoiTTGzTfv2PjlJnDJk8bpNLyFy+fUNMzZnJLfRHK6GCe1NU1u4eMyBo+JjJ3UXVrP/eQ4bHiUkNBkX7g4HhhCR3O5EyaVoZrkIIKa7zIROuRXn2jPAlSUespLPcuXzXn+MljRT0KM3IDPftUkHq+ziZV4GytjgDeqdU0iEGb3RjLTac1gt79i3IKDEUVlh517rJqT26BJRBW2124xYmbXZTBSWhtqBp4bVaCaSy41kp4MxyEDiJpscGhBbjwpExzLOBvdzRfAzRTkT35eFCCiQ12fUZOuLAsH9iqNdAErWQyrLhMmxKjSUWqmGKnRpNGrSFAQmK4XKUmaBWuwCQcEcJJ1g5NLs7my+UQG6MEhUvlkuScBtMlWpCks0AkFIiY6tKANpmSp9Fjah0qVfAB8QQN3GUljdPFJDKhGFyChCsARssFqSpuySWFjJ/weFwISGmXE6VJhYq8Yer01raR/dtvkKF6JWZgs0GeU1abg81lwfeidZREycwwABC5Ig6hxoMRL6YWkXohbRTDK9MJjGIpKD5KSySogEk6VGGkBsdVqJISywm+DGcqhECEwVS2osDrpMEJ3YFQXnE5U9E0DfEHAyKx1GK1C0WynNwC+CSxRBHNigVD6VK5DO6J3qKLFWS3De8/c8k00owLcR4iQowOA7hJh9cO35HQyCmdEv4pmRkYOQcRpbFkHBEpsYddWx7epnODNPfcMHt2vLLq3t17K1s7EJHGk9fy1Ctfv/1V54X3f5669K45q7e2jV286+grkZIOhG2UarKOnHzXFeyBpKluuX3/EycuPbjnzJCR83q3jZ86Z3VeWU8kTQofoKTNkXhZGpdpDR7OLERxk8MVIdV2oVyDqm2E1p5T2CM9K8EWSyUErlRTWptZhClARAsx3JWRtWj1rbOWr0Ok9MHTr/e5YQFPHUJwX+vopSPnbMxvHMemQjUds27fffr0O51Pv/bj/uc/2XXi3Uee/ejYS9+lJiK6WHcupyz1borR1zCdmt+4PqCvTkM//yXQmQH081fKjV49w+UrJ0zmZV87eRfb263ic8p2n/wsieOUpUid2r4OoLti8+roCto/Orqe9+roetzVkcQ08/4/+dq1AvVvv/70y99++PlaLen/We1yldHf/J2xLox+4S+v/fXHH48+dXzrzm17D+696ZbVm+6747lzp7Zs39ZnQO9+A1v7Dmz0ZRp9mbrMhMnkFFbU+d1BSW2zb8mqjgFDspr7eqfPq+7d4YrEhXlFxoIiz4xZwxYsGr1s5Yg+bbFgBG/qndsxtGLyjD6AZvhFJYVEYoZpM0aXVxZ6A063z2p3a4xWTGuUEzSfUokh5DeZtQSp1Opok4UWyxB3QDl9bt+HH7upT0d2MIK6A/KsuEHEdAX0+CN6e5DSOSAuFtEmCWUUE3qxUs3HtGIZyRehbIjEk48NmeQ2gYLBtChZXFRJK1LdSOFHJmEjienULIco2agUjmG6OKtQOS4FKoGa5orYENTjlEJjBEajQG1KjemMKqNFq9aRwNY0PsKVIXoHLpCx4IMMBoNIKGOn8exWl8VkRlGFy20TS3hALoLANCo1Q1UJCHakqU91+9DWrERQgvIqaovgPCIFjydhwScKZXwQ2mwBS4pK1AaVkJkbYeyaaxEm646Cb0hNp6SW1QC144W50+fM2P/ogeaWVnAGLA4bvAW4PaGIq9Or+AIWT8gCGS5HxVKFEDYwUm60qGUoG/4hKI1IomDqCHLA00gQrRHFSDE4J/AcMiV4BZ4CEylxIWxw+IiSlKsNtMYIbysRLlttNNa3tNxz/xaEm6Yxarc9uN3ssLD4bE/Q27+jvbSyjNap0ngIsF5v0QqSDV7htqcJ0vhKodas96T7jHazSCERyESUloRbAb7BEbAqKDkcKSakLCmXNKmK60otAVusjN2EMgAAgABJREFUJG5wW+t7t8YKi6OJYglp0PjjiNQsNeX2Hrls5+MXX/uks8+waaghcP/+Z3cffVHryZ+xZJNM4x8zbeXQsQvre41cedM9BGVFEKHLn5GVX9R/6JhRE+cFIqW42i7FDHpTCGERLvitWWtlChetjZbXjkLS9HZfmcoUIbRerowqq2vSWGwZ8VwhKjc7rZX11UqKUpBkdUOTxma3ZWa6YgWTF98cyu9dVD9G7SizZzZs2HJ0yrK7Mnu0tU9aOXHpPZOXb1m+6dArn3UmC/Z/8ehZpmoS2D9WULoecLvT/DeADpZaNtLNriThdbfuJ09Z9yOTllyQ8qv2D1D+Nwf0vza6Zl3/zkgthLmC5h+/ZyzF6OsB+uvv//63nzs/+PTz83/5y0uvvbJ7/yOzFy584qmTJ0+fP/TE8Y13373v8X3bdm/uO7ihvCG7tDbUf3BxehTLLdRW1NlFSiRRotqyc+6gUTlT55fOWlwP8nb4qBabQ92vrT5R6KjpGYrmavu2F3mCaEvfXDmBxPK1chyJF9hVWjGlkpnMaoORFkmYMF+rV3j8Oo1ejJFcs0UDyhQ0qcWmVmmFBaXOmfP7brxnas8+oeIedjhnfolDqkQ86YQnQ+VIJ00ehdoqxvU8hZolp9lgCpUAonXKoCB0MjkF4TQfJBhTnEwhoPSkzqqFIDoFuFQSdCp/IzUTLUwuKQQipAp3MDO3bAQ0HUYr3eBRAk5AkgwDHDL5y0yGHA/R6IncvEhjayVukLGkiM5GR3MjKEaAZiwuKL/ztrtbW3orFTKdljabdHKZKI05JSIW8RSkKE2IgC/BtVJ/xMESIf6IK14SY4sRcCepVk9cCZctYstJucp4BdCpK+cpGLuyR8yBy5CIeSoaI0gFuAFwHsGwt6Gx2mzRAbJhD07IRWIul4eA7E0lAqbKTEtlAuC1RMqnaEUaG1HibJxiar2qNFKCEuKkwGQhKJVErZWrNEzTAIhyLFZtKpKQomIm8kjeB1yt1lutmEolxbCCshKgrYJShLJDcAPhNhJawuwyw1dI1g5lgfPTWlUyUswRc4QKoZLCZLhCgqLwu2KlnC8VC+Xw7yILZPj4zNcHIa9giXkX3nw5uzjBkvKPPvdkbe+GcCJLbTOxRJKS6jq+BF2+/k53vAoRG505rZMX3//G5U6Eo0IExJpN25s6xiMC1YS564LxupKGgZmFjVK1L17aYndmKpUqk81pdjrhFqhtrkRZL0+4lC2maaNPIDXqLdkqXQRh6Vr7zti557zd32jy1PLkQdhj9xfhejcEbqHchAhDOVIRU1ZJhSkxhdvrmjZj6oJli6xBr87ni5U3bdnzTH3f6Uee/TivekRu1WClOeKO1yy7c++qew+uvOfgZ52dY+ZvOv9B58EzDKBTaD50+leq3HUBdHcE/7b9zzK/f866n+E3z/NbLP5Vuy6g/7dHVzBfHV2P+73RlcC/M/5lQH/w6Rd/7+w8c+Hixddff/fjD5etXjl38eLHj504df6l2+/e3DZ48ORZk2+YOjKU43SkqyxeeUv/+MTpPTE1Ut3T/fJbe+cv71NWa3z0iZXtIwNDxsbu3rqw34DKUWMGWOxEU2uiZ++seUsGTpjW1NoWt7oF+aVmsNqeGSUV/qwcd6qvFWhku1NttuHAAoCWziil1EK7UwfsAIhY7RqrA2/pk9+jzlvXHAT53NgaLavy9+5flJltLCz3u0KUO0PlDKn0TrlSwxbhzHMtALRSLdTacKtXp7dTzLpqlAsiWm8HwMg1ZjUAWk7KgLnwly9GRddKjKaqcKQYncq0g7csboh2Mx1+O1uQBhiCSB8UNMTyoKlNdoPOrAFIMQ+92ExOsS3I9NRgsA7MSmMPaBv08O59FpN9wriJdquNJHGZTAKkpkjcaraUlZXIcBFXioD/sHj0U+dOMDi0hA5t6d8M1wZOAlQ8gBgEPkAQAK2kldcDNIjoNJCivDSNmjCaNABfVvKSAMdAZw4XSRUmFYo4wGLAtEqNw+0FOqcyAlPZIADoZHstCqAskSVdps8Qyw3UN5bSaqlKI0s1h/QHHNmxUCjsMdu04LS0Fo3KoOFJBAibzZdKVQaD1e1WkHhFbSVQlbktAiQYDYhRMVx/8jmtUGWkjQ6DxkLDPwrTGlwuILU0SkPkIUN4PC7AmWB4zRHxZJiUkdtqkicRtXa09R0yuLa1V6QwHxFwxs6Y0tjWb+LcuQhHeP/uAwhPUVDdByh89v2fJi+7v9/oVUMmrd124ExOeS8uZswsbOgYO9fgL1A5cxCh6viFd2etuCu3rBVhQ0RASXG1ECMIozWrpLqkblAwp37e8tvd4UJU5c0v7W9yFJjsRTPm3jluym3jpm2Sq3L90WYh5jd58yfMWvbA3scRNjcjN1HRUAvy3xXw2Nx2jpCLkoTZaXdlhhE+f/H6e5rap3z4deeAkcvaRi+9Y+fxNffubxg8efjsdeV9Jz547NWNDz17/r3OB46++e8G6FSKXnfrfmTS/vMA3bW66e+Mf1xT/k8B+pMvvvno8lfPn7vw/c8/H33qqWWrVz9z6uzeRw+9+ta7N960rrhHj6mzp2/fs3XbnrsPndi19/F7hoyuKqm0LVox8NVL+25cO6Si3jx4dCKSEM9ZVj1mSn68yFBVl11RlTN4WFN9U6xPe3z4DWV33z+rb0fu5u2LBo8s23fotuyEXqVjVdflpYftDpfWH7T4040ur0ZvRKUKRK0TgfkCZhoiZlJmNDMPA4H1rf0T5TVu+N2Bw3qEo/pIzKLS8jVGkStd5c8yBLKNtgAJChoALSEQTCtUmZUmt8ruN5hcalIPIklC6jGdTQ3MTVWtS+nl1CqVVOvo1HNC2Aa7lnUHIjrVywMUN4TkTp/d5ragFJMFwRGy+Mm5YB7IUhFHIAUxLgENZfRYmJ4aPJZWr8Mwgp3GyYvnFxcWZWZmBoN+BLDJQjwud9AfyMqKWF0WJidayayxzsqLMqDngvOrSul6AD18OlxP0mcIWfDfdQBNqlAQ0VwOolSImfUyKgwlZEpcCjiWK0Rgqdp4AGLYTpX4ACKDAaaB0fAj/AoENFJ5mtYgs9ioQLqloCgzNxH0+Iwuj56gkjXzVDKzVZWVnV5SmsjJzXC4TeCuANCReCQaz1ZSBMJigYKOxnMonaqoogQkMK5h1k+6gk64eKZUHg8BHR1NRGAP/IsoVTIpLoUQgS8VAqBRmhYpFFLYbdABsgUyEfi5Hbt3Gu1WIapE+ILynj3HzZy9YfN9tN1R396OiGW1/QceOHFa68wYNm4uaggeePaNCx93Hjv/9f6nP8wqHfhVZydLbnRHy8yB/JKeQxs7poSKWhChFuGrzOmlakfMnV7kSc9Tm32Y0enMjEeK6+NVA6v6jO8zbNrdDx6Ze+M9CN8YL+uYNv+uzES/p89++fS5bx47/sGytXu27z1V0XNIdkkjW0rqnW6ExQERDcIfGB0vyLe5nHa3izYZ2ajcm5NoHTp+3d17HaGarXvOTl5454Fn3kR46seefyuv53BE4YzVDH3gyCsnX/thxxNv/bsBOrXIpbt1PzJpfx6guy43+aOj63mvjq5gvjq6Hvd7oyuBf2f8y4D+5m8/JQsnffXdTz+dPHPm8Sef/NvPnRdefm3/oaPLV68dN2XKvkMH3vrgzVcuvfDmhy8+dmz7jWvHDR9bkZ1PLVox4KF9yyobraGYeOyU4pZ226zFtTPm9Vlx05SBQxpr6hNuP1ZW7RgwLHvgyNiQ0UWFFcalq0YsWTly1Lh6s11K0FwInIECINmAy0o8zeFWpWdYSBVTBSkj4jRbKZDYIOKUOJIodJVW+rLiunBU29qvmKDZAHEFxlLrpY4A7c8yhnKt7gyt2iJTqrmptRVWnxYADfKZqbQAp7KQtJFpkMGs5UuCGAgIUhrUMakjUg8GfxXQoGThXdhOkd1g1zMF8DgIpacAx2wRaFsuaD2I0EUKCSLgZiTiCJujUNG+cDrTfQoCfxwVwollEoNBl0gkSJpisVhMeVYYaYjWaMBUVE5BPI3PTiX2sQQcAJnKqAJygbSEj0jhONXR43qABhYzrUAkfIVclJq7oNSYwawB/oJYhh/ZHEZHw1vAYoGQTdEos5QmCWjYZpIxVJjeQBlMuMGEKVCOSIIku71Igct6I4TtAgXKR3GhzoCHM935hdFINAAK2h20C5kWYuF5SxYsWLakR10NyEZCoyI0lN5qRFVoelY63Dqm5wgXSfVGcQVd4IrgTgoUXKGSl/qa8MXFSqmSooRyOShoYD38usVlUxK43e1B0jgmlzecWzB90bLC2qbJi1Y8+/Jbk5es3nn4mXsfPto8ZNJ9j5xwZVW+9WWn2l86at4da+55cseh18uaxuPmXIRLW9MLQwU9reHy51//cu7ardbMCk+8nku6Jy/aiBsyTa5cX3ZFekGN1pst1ftbhy849/aPDx//y0NHzx8796E7s54tc09beO+K2x578uwX2UVDtu45P3b6zX/t7ExU9Nmy56jFFymqaQhk5yg1aoTDllE4fAVSq83Oy5PgJG23q5wewuTjKszPXvhs0ZodUk3m7FVb5q+7H7Nl+4t6ORNNhKdo+5FXDp1havn/uwH6X7T/PEB3ncP4nfEvT3G89/HlZHLezxdfe/Pt9z/66PPPv/+p87u///Lx51+DfXT5S8D35b9efv7CyROnDt+4buaC5cNffvPRu7bOKqkyh7Kl+eWqxj7eeAlaUCkv6IENGJJvtApr6nMhkvUE8LJqV2EPqn1EppRAKuoc3pDkvgeWDhlZOXRkQ21DntunlaNpMiViMEszolb4kS9CANAavTCSbQdem62kzijnCRG3n1DgiMbAUeu5uXlugRgxmnGLjc7JSze5cHuQ9mTqnCG10YVrrHKtDTW6SHtAb3BStFEJBoAGI3QKKSFIPRsEHBNa3OG3Q+gNsbYgWSbpV6c44C13uqu0uiQcC8Evwo+pov6ElgB9xxZyIZa3e93+jBDE9bhWTxjtoXiR2etndHIaghEKksYEQo5cLk1jIyqNmgQVKldyODyhUNzU3IsrlKCUesa8eQ6fD/6qtWYj0I1R32Z9Ki1PQTEXnBLROqv2eoBO44Ca5JPwcQRTmJSpHw3ORcLMOF9b3pIs+YSBggYpbbUZANypKY4r6x6TC14ksjS4t26vIRiyZURcEMFweIzbkCuZjuZgJC21ObTBkMPlNqu0mNZMIwLEGXDU96p3+FxpfK7T7+0/qEOKyQ02k91nT5QkQDWDF2TCC1DxgjQSxLFFA3cYHBJbjACgpUyzVw5HxONLpUx+MY/Dk4hMDku8qACnVRIF9vql93vUt6SJlAU1zaTVFy1viPVombv27o07Dj1+9u0dh8+PnrPhrj3PFjePGTX3tpX3PE47K+7ZffbQs+8Nn7o6PVEfK+tV3DikoveYJ1/8pHHwjDFz19PuRGW/cVpfQdvIRb5onT2zvKjnoIyyZm9Bz7nrd13u7Nz33FvweuCZS9OWbhkwdkVjx7wVtz9+5PTnc1c+iAjsLQNnvXTp+4NP/WXSvNVDx82Qq429Ogb5ollySoWqtYyalqORnARHIqNsNqXRYvJHEaGq18Bpt205nFnQmobao+V92yYumX/LzljdsEUb9/Udt2LboVcefPLSvxugdz/36a9a9yOT9ucBuivZ/ujoet6royuYr46ux/3e6Pp5vzP+ZUB/8sU3n3/zPWy88uYl0NFA51ffevfLb3/44NMvvvruxy+//dv3P//8xrtvnX/53PMXnp48e/jyNeNHT6guqbTVNHnLasxgTX2Dejsydmpea4cP/hR79S2YPW/Uvkc3N7Yk6lvCwWxOSQ1R3WTt2Sd96uxecxcPGjyiR1llEI4pKE5XYAhKIKFMY2VNdijTysxBm0RaozAcMTncFDDa6sCFEsThwY1WcU6e0+pAvQGmhrJKowD04JSENkhVZqnegZrchNlDg4FwNrponY0E01hwADSmkSlosYwUMuXuMDEwGoJuMNpA6W06tUklJ2XXe0gIKhvXYKCagUF5pYnG3g35ZfkgDAeOGlrQo4Q0aJlOUxw2T6ZQ0BpMa5m2aA1HoUXYIrXZpjEZKC1Ja3AOHyEolM3lCIRihM2TYyRFq21259JlK0mVXqKkxk6cirB4oBOFMiWE+ZQOPpJi6E8pHH4HUxOVj+BaZc++9dcDNDO3K+GiSqYAiETKB0Bzks8205ipcKbkP3AZcJxqoAVmsxsB0ClBnQJ0cpKaD/D1ByGs0cIdBiMoCRCZeSSAC5lMbVIMUhr26MGP6FAlLiyvKZSRTFbiyPEjN959x5Yd90+ZNcPqdqI0bnXbjQ5jRk4GRCFmlwnkM7gcUNDJVy6zFIiPcCRAXRG8JUFlEENIUNTm8Th8HrgDoKCzErnjJ08LZcbsnvTWAcOkhPG2LXvilb2eeum9kTNXTF95Z9u4RbtOvFLae7w91nj23V/e+a5z1/E356196OUPO8fP3YSwdbOW3YPw1TdteggRaPLqOhDUfu6d76atuodFuYfOXD102uoTL1zuNWReZmnvHv3G5NS1l/S5YfrqnRseePb0uz8uvn33DQvv2vf0e4dOffLkha9eeKcThPn0pVuAzuvvflRtz33sxEVPtKSqeQCmsycqqotr622BdKPbi+kMbPB3FAhqnlSjdUSy0xOljnBBbe9R81ffa00v7tFnrClUOmbBzYjcunLzoV6jl/Ybv/rUW0zK3b8boP8nqfn/te5HJu2/gP6d8S8D+sfOzuMnT6V6yF7++tsffmE2QDv/9Yefv/t756dffvPdTz998e1XH33x0b7DD1s9mjvvW7r8pjGV9b7BI0sWrRjY2DuYX6YrqzUCiLPy5dG4SmPgJQq8pIoXCOmGjqqavbhx3vL63GKssMJgcbH7tOf1qA0MGVGr0vK9AXU83+NLV6MkotYJmK7YEYvFodCZBIGwFjZcXsoToEE7wzFiOZKZZYHTgqYGAZoecjMVMLSEguLLaWZFstqiADrb/BqLVwPaGdNItFbC5FKrzZgY44FSEyo5qFoKsAAcA50ZBccIOibrLjUlnQJ0ambjWpodR8wG3ZqRE/aGPam+haCdgSxSUiklMTnNlDGjDGbKZCENdlzvRMSaXY+fumnjfWJcReg1wCOgZD6oSBaC05Td7WPzRXyRnNYaEISDUWq1wWaweBcuXQMMMto8Dm8QGE3pdAKZhGnKZ9TGCmKprgIml37estnXA7RUIQQFzeelsdKYCkoglglaqcSZB60gn4HXUpkAXpniPlImi1GjJQHW8BagmaSUwGg4EjbgAEWyXGqq0TiTo8JFgMhgai1TcBXelSm4GCECkyq4LAHCl7OMTh2lJ7kSbm5h4obJE/t29IcrB10MDltj1sDNZJZx8hG1SU3pKSAyW8RiHgBgAoGCy6x6V4rkhJKZ27FYevbu3TZ4YGZOtsaks7gcAol8yfLVXCFK6Z3twydKaLvWld0ybLojq4pDeh899Z5IHx04bQ3hLnnq1W8pTynCtxT3HPPkuU/XbDoQSvREuPRNtz+ocWYPm7qUsEd4lAsRaTomLc6t7zj5xucA6Kq+k0l7fiCvOb9pCOlJ5DePvu/Qq8de/v7xFz45dP6j05d+WnHX4YOnP33m1b+NmnPXq592wpkrW8YiAj1ty0L4VFWvIbWtgxVqK09JFVY3UkYHIlSozC4hqmJaIHqCcp0RQpuRU+e2DBrdf8TUAydevOW+fZ7cGi7p3nb43IUPO6fftO3g2U9OvPLdI898eOLlH1I4/g8CdFdAXh1dQXh1dCXeHx1dz3t1dL2O3xtdf/93xv+zEPHnpP3jisTvfmHsn1l5+NlXDKwB2d/88MPXf/tu36EDG+7Y8PSpI1NmDh48oqqiJtjYK2vspPr2oQV1zcGBI/KtXiQ7H9ea0orKgmU9ouWVsVtvX7563dTMuGzW4vqqRkdZjW3lurFjJzXm5BsLy1yhiGHW3JEgikl1mtbIxyjQ0WabkzBapZGYISNLxxUy6dLw6g0CPxA4QKMXUmqhXMnW6rFQ2BNM96p1pNWtJfRiMc6WklxUIyL0TD02u9+gVInAUt1VUk2wUgWVUk/kUnatlB3oZQB3alojNd2RojNgxZ3uGjiio6apGgR16qGihJTZg85YUYIy64GFgewchCvKzC/1RQvU9owxM1YNHr+ItgYJox0R8AFP4APMLjNPJJTheCia06tfO5MKnsYFHX3/A7tuv2vbnAUrJAqVL5TlCUZASnvTM5QUxZeKlRSWHg2DYLf7bHCFUkJE6JikbEpLAA1hDyJKY1pyC9LSeAhfxAYFLZXwZUx5Jr5QxOEK0lhcZn7j2hRHalF46tlgKpfj6syGxO4wgaZOTlKLUEyME1KClMGrQimUSLlMBVRcmEKzVM6B19SiSlIlA0B7Mxwgopm8b7sBvqkr4Bk9YSwAFwAtwST/k1GuwSHyoA00MBpiArif8I2EymR9EgkXjsfVZCQ3Nz0aJbXqsurK9RtvfmD3Q5RG7/GHc/LKZYRBjOnv2LZfofNHy3uL1OkTFm3KKB/QPGKBOljuymvRhSvV/rKyXuPz64bfvOXgPQ8ddWYUIxI1qvEqdT53tEzrzUGkOo0/XtwypGHwxNqOcQhqWbj+wZ6DZk1cdBtX46J9ibJ+4w3RxrUPPH30pc/2n7r04kedgaL+oMqfff3Hoy98TTlLR05fU9E8vHng5FhZL8oSBgUdzqvs0TIgq6RGprHMX7GhqW3Y6ClzwVgSwp9VINeal95yByKQvXjp41HT5g+ZOE9A2EJFjb5E3bjFt518/a8nXv16//MfHDj18c6jb51/v/Pxc98cPP8NvIIdPntlA/ZcD9Cp7e7WHc1/zLoh+LctuQomuUyxi3VH8+8Auutc8tXRFbR/dHQ979XR9Tp+b3Ql8O+NPwvQqTnor7774Y133j907NjqDeumz505dPTAxTdOmbNgVHV9TG8WxvJMk2f2HjOhMZJLL1g+QGdFbG6JwSw12/CsmNcXMI8Z1/fmTRP7DY64gvxEsbFjWCkAevCIHtFc/YBBlTdvXNCzV14grHb5UBDRVgcKCJ42a1BTa8LukcbyDBanwGDlZcfNdrcSp9N0RqlGz2TmQnydbD5iAYXoDdl1dgLQrFSDdBEwpSQoAaGToWpxktFMJdJrjGZKRScfWKUqIl0DtDjZ5gr2px4hipPVR1GVknm0xWYmWFM9DC1us95pEKAimQpDOEhZfR2uN2odHglpCGQXmTzRxWvv3bTz2BNn31t2y324yUEaTQgvDY6EeJ/W65E0TlF5DZLGr27ohbCFwOiLr711w8RZLl/E7Y+yBbKaxlaxAudL5AqSTGOqajCTAEqauQy4KqCz1qqSomJSg5M6AnZyZFyunFlPKJDyBGKOSMrrAmh2cgL6VwENUAYFDUI7NfXh9TlCYR+T+wHxBi4BOqcADbyWgceScFKyGugskbHhFX4EBY1TEkonD+d4bT4jplFAqAFaOJkQDb8vE6PMc9drc0pAZznJZEMnSa2EqEWCC0UoPzXVbvc60/hsrlgM311OYFa30+q2M/qdLyos6QHhRcfwcZjGjggJmcazeMM2a0blkXMffN7Z+dQrX23YfqyqfXJRr9EiQyi3auCM5Zu27H3CmZEfjpetvWNrY7/h8E9T1tg2eMLse/YciZb1bBh0w3vfda7ZvCte249PeqYt3WQOFy28dfO4JesvXv4Zkdmza4Y/8dInd+87ufqeA5SrYP8zlx577oNTb/z93odPDZqwtKiuPZxfT1rCLJnW6I1Vtgxs7hjjyy7JyK+KFtXOXXHrkZMvCgnTyEnzQnnlakcgPb8kq6Ryw73bMgt7zFl5M8LDlJb0op5D6gZPnbN++8rNBx8++fa59zv3nHhv1/H3gMX/WYDuCrCroys4r46uoP2jo+t5r46u1/Fnjz8L0N/87acvv/3h2x9//rGz89kz5585ffrJkydnzJ3uDZqHDO+1ZPm0+p4FoHb7Dii5f8fabQ+uXr9xanmNt3f/snh+wOHSxPMyCoviK1fPm71gcEGZKV5o7tdRmF9iI9SIN6RoG1Ts9CorqjOMVjGhQnQmnlSJGCwSp4ektWy1IQ2jkRvXjFUZEE+63BfCQVDrzWKrAwf0a3Rygwl3ug16gwqQ5A5a9XaK1MvBcK1URvLFGFNC8x/bX6UAnWJ0qjksyLfUo0Lx1SqjomSLwlRCtDiZGZ3aBnYwoXoymdeR7nRneCiTSuswVTY35JaXa+zuaHEPpd5RVNsvmFtl8hcAoFffuXfzniOIBC+orEbYrPRYFH6deXbE5r30+jvT5y1DuNKymp4IR6QgNBdffRdBhJnZhSCfnb4wADqSkwAhmZXIBQWN8BBQl6nnlimcSZQiXMUIUqZ6tVIgwsWgqWFnqjQH0DkFaKbMnpAFjL4eoHFCDmgGBQ174NXltmZkBkxmLcD62pNDOAYIDiJarhCkXkE7M4Wikv1iUoCWYkyFUhr4bGH6xcC9YovY8H1BOwOsr80XJW84g2wFpUjVxWbcJC5MVi4VCRVCjogH3xe+eDQep3QatVHv8Lng1ep0jRw7PjOWMDn9CE8q01hJa3owvzarrHf/sQs27jg6+6b7Hjh8BkTxxCUbhk5bcsO8Nfc9cmza0tWTFizuP3ykEKXc4djMRataO4Zb/BnTFq8aNH5GKL8imCgz+CIPPHps9+OnSurbFXrXB9//gvBlL370zY7DF/qNWxYqaUY4mC3SA5HZcGucS/jnr925YfPhtlGzElWtUo1TpnVJ1A6NK1LW1BEtaaBsIXMwHsqv3rhtX+8hE+U6t8oWhohKrrWt3Hiv1hVIk6MIX6r3ZdT2G7bn+PlQUVOv0XO3H7lw4PR7B899dOziN9sOv/7IyY//C+groytQr46ueWt/dHQ979XR9Tr+7PGP1Up/Sto/li399mfG/pnypO9/8vnrl97/6w8/fff3X15+4+3nz13Yd/Dw8lUrnzv99PYH7j3x1OGnnjk4ftKgmvrEyDF9Jk5t9waJptb8SLY9vzAzI+Jxuiw1NVXwl19RFV2wZFRz74I0LpIVN4y8oS49StA6JJmVwZOhiFrP9ocoTwDPyrXVNyXgSDiM1iODR5ZEcsmsBB2M4HIMCUUMoUyjy8u09NTqFSYLqdOTCkxkcmhooxIks8aC62wkZVBgGgmQGtPIwLozOhlrMxWCmBA72SI29XgQTJasopma8QDFB4fBj0CTJEEEnpC7pldtdlFMrkb5qCReUcJDUcrmHDx++k13bHv94x9eeOvrCfNvuXfvM6ff/HL3E6cvvncZ4QoD2TEpSZhcHjFG3rdjz+Q5i+978BFKb0fYYhmhQ7jieYtX8CVoVrxowtSZaTyRwxvIiMW27nygb0f/QGY6poZrkMOnc8Rstphpti3DJADoVCYJMwGNiYDOfAlXkqzLAXRm2n4ni5GCpmbmPa4D6NSUNLyCwX6dnrbaDKmlK2CwcW0bNHVq3oMR18mpZ5wUE6CdVTJKIyW0TG4GV4rATYaLhAu2uC0pFqceBl6ZF2KyGBlvB/uTlgxcMAFjyT1CuZiJGHg8EXhPnSaUFQlnZ9J6tUAixija7HAjXL4nI3vb3scGj5/Rd8QURKJFzSFjMJ9P2YdNXbTo5jtnrFinMDmFaivCkR4/f37Hgb2UWQve0ZWeUVxVC68TZ88dOGa8KyNLiKv92XmF1fVw/4WoJquwEuEIODiOoCgiI0QaD2rJRNgKR7QYNQQRnsofq0N4egHuL20YllPRnFPRYM/Iq+s/HLZ5uIm2h8FnZJU2oobAQ4eeL+s5qGf7+DSZ3ppeiIg1FU3tM5auGTJh2sBxE/VeH8Lhx8rrEQGeU9W/beKSA6cuHX/ly73PXjp49rP9z39y9t3O/zhAd1WwV0dXoP5fja7X8XujK4B/b/zrgP45aV0B/fdOJtnu/U8uX/7628tff3fw6PEbb1p/4+q162/eMHBg+6pVKx597JHhIwc4XNqSstioMQMuXDy+c9cduYn0rOz0hsbqYcOG3Lh8dTyet2Tp3ImThzU2l9hdZHV9pKl3zPT/sfcW4FGcax/3JFl3d/esJZts3D3EQ0iCJASXQHAI7q6lxUoLRUsppbhLcS8uxQrF3RJCQoD97pmBnJTQ9u35znu+77zvu9f/mmt2dnZmdiC/5//ccz/3YybmtwhzBgrVeopaTzNYmA6XyNfB0xoZIRE6OhtJSLWW9c4uahte0iGSK0F0FgKJjiSm+kXGWO1+MqWGKZFTgNFqrUipEep9lTKdUKoVqM0yra8C1oVKDjpNuAIMNfsjRoP+CNAAF/B6+BYgtVglwmu8xSTHoMMryGidUqleJtZKJHq5IzRA6/DNb906Oa9ZWtPWZ357cqfCc+D0vZPXqk7dqFy4ds/0hT92HzI2KjWLwOYDz1gSGeINfImYMW8JS6yxuMITMvKyCluyRQpvMt2HQke8CCK5isLkmOx2xNsbOvjQ5Scz0dErBDpa+xTN1BZQeTI2R8jiS9D4AIDPh0lAnxPSCWjZay6NyaHWBzSVgekPAA1vYTueJQ0Uxp8T+hDQ8qEgLo+J6f1YcGwHtljCkcjYMgVXruRhKep8mYoTFuvPlpB5MjrcdgSrc6LQKwDZOI7xjHLq+4KucJMJZPQJ5/tZEahcEjbHDQpokULiQyUiPj4IgeBDJdM4LHSUCsnbZDOjpUvkUrlBK9Ub0EeWFBZPbencd4Q5KBYhcgCXSY2bFnfpqrBYuGo1WSTvPXIMic+Af7J23dqaHEY4mlKvDwwLMzisPgy6WK1Vm63WgKC2XcryWhSTGXDZRJXZwJDytP42hEz6YevewRNnOsLj6RINhaeS6gIb5bbrM3j6jxt/DojKFemc/jHJTdp0mThnYZsegxCaGFBuDIjnKB1mdxLCUFpDUhFvIU1m9Q1NR+iKgOgMqkgNDhqhUMsGDSodOBC9NQqTIzqLbQiJatyxdfnUKYu37btYuedC1e5zVf8H6Pev13/w+tjx/rOvj4/74fXxdfzV62MA/9Xr74c4Pg1o+AgY/eh5JXwKK7/defDjuk3Xb977bvnKLZt33L3z8Nq136ZOm9i9R6fFS+afO3989peTOnRqvnDR3DlfflHapUNeXl5CfNqML75Kh1dG8o+rlo2bMCgqzpqe42/1Z8k0iM2fxxUiOhMTMG30ZfkHiaVKb5OVa7Fzw2PUAaE8QFJGntlg80rLsVoczOQ0V0SMxeYnUWroYhkRGK3S8PRmqc1l1FjkCgO4UqnSKAEo488DsTlPP2Y06I9CHMARBjZ4D5aAvzpAoym6VHQsH/TfJTopU8yiwG5Svl9ESFBCgjk4Qmz0X/jjzgPn7l285zl/5+3P15+fvl3xxdI1bXsOLGjbhadEszsmzfhq6uz50INmS7QRiZmwRIgsZ0g0dMAVWrTue7c+fcJjo4EjBBqlVYd2QGe08JAPapkZfAaelAZmky/nAKC5IrRpQecTYJNoAjqaY0dEOHwGm0dH4xvoFAFEVFjQ448AjT8eBONsNGnkChEAGnDs5Y1wuAw2Bz6iYUJ3ww01SmcpimZ0DlyNEAQrcjXX7FQxRT4iFRtuPlOIPlyVaqRwPbiDrhvyQ0EneyTCnSQx8XLYWPVtDhHP4kAHqhC9lHp1cGSk1d8f6AxumkAjGawmmVoanRCl89UFhLpjUpMQIsE/PNKbySeyJeB8k3IKijt1hUampLSDzm7Q2k1DJk3iqBW5JY01NrR06qBRfQJCXHA0BheNU7VsW+IOD0V8CNCDAO4HR4TQ2HSZWg7/DcRaEUVIRxhES2AIT2G0BAYNmzBJ4xtAZMrc4WmhMbkxic1NjpgWnXpCG+DNlYSlZk+euxhQLreEUkWmlVuP+kfl5BT3ADqnN+/OVrnk1hi+LmjIhC8RmsgaEqWwWrkapcJuM7rDZPbgTgMmFPUcuXTrif2Xn+2+8PTo9Vpw0D/s+u1/HaA/BueH18fg/PD6eL9/9vXxcT+8Pt7vr14fA/ivXv8KQKNbbtx9cPPew1v3Hz2tfAWAhu2PX1S/eu15/rzm8aPKixduHDl84uLFi8+eP3r06MGFX85cvXa2XYcWvXqXTZs2ZeHCb+bPW9Srx5Ali1Y9fVJVUtIaDHVSSqRKy0hKs4fHKpq2DAcHLZAgweFam58gKExVWBQdGqmNjDUGh6tz8oNato8sahvSKFcn1SCh0RKbiw37+AXKzDYw2iyZiiyU+IhlVLmaAw5aohGCtRQqeYBjlohK4xEZAjKYaJzRdYDGGf1HDwnxUvQgYDSeeADCHhuy0IHIWD+dzKUAoMU6mUSvHDJhXEp+QdOO3Vwxaf3Gzpq/cs/Tt549p+/feOmZOH95lyHjyEJNsw7dERrfHZWclFVIF6psQdFCtYUt1VndUV/M+5bAFA0cNV6u0SMkAoXF4Ih4wBGwjeu2bAATag+0C9F5ZoUasxraCbgA8PjeVC8mUJj/3vjDxQjVIpFcABt5QhbKaBYVBzRayx/LvfsTQMNGsYSn0crxPGgQheoDXGYwaHiNaVjCW7woCv7kEBw07p1hKVOwxXKmDw1BqOhkK3B7BQquRC0GQOMPNvFmrz6g0ZJ12GQF+IAgEssHBNtR0cngl6H34EOlyjQqpV7L4LGoHLQPYbYb4bcDXt1RaGmkcdM/h06JxteJUJiWALdvoBsN8Sv4tkDTkHGDL9+9GRAXrnLIupSXaG1o/jg63NFhcrqscKgAtx9WIwWJiomm0klkmg+DTQkIsrOFZKNTKdJy+WohgcVmiaGboEjMyPIPielQVm7yDUUQTlRsnis0VWyw+/CEyfnNtf4hocnZ/UZPC4pv3KnvmJTCjkp7TMuykSHJLfLaDOg/7muhIaLv6C+ZEmtQXCYCXRGtVuNnF5mMHfsNWrHjIEKTKQMSlmw5fuGxZ+vJe1uO39928vGx6//7QhwfA+/Dq+Z3r9q65ccFPP/ZZXVNbfXrmo+XNbV4UdD/ut6+87z1/FeXaJodPtUWqjdva1HBqxatK/2u+h2menSuB+iPBVB+XlXz6g3qo/GhK7DztVsPrl27W1Pjqax8d+/es4rKqheVFU+fP/N43j5/8RjOcObs8XPnT86YOaVlSfPt23bduP5w796fT5y4cP7cpbT0pIAgQ4/eTZPTfMsHNXW4OGweEhgsFcsQUGS0icND5x0VSLzAWTP5yNAxRVYXOTiK7w4X2V1cg4WtM3P0Fp7Bl6/Ss/kSAosHe5L5Uja4MHS8Aw+dkBCfMRa4jAGah1GbC8bzA6NZaLf6U2l2QBbAIrhmMNcMARyHDkswgN7AOz5LazU7QwJ83U6Q0qr3YdMzW7RYvGb9+j1H/aLS2vQa6YzKGTpt8aWHnmGfLwxLb6YLiGndfTBCERZ16jdg1LQmLUvtwfHlI6YExaTTBCipVRbXoVO/rNm2Q6xRr1y3yovswxFzxEop6iVJaPKGyqgCvwkrPCkXbzbgItHIAItM56AXD28FKqHeqtP5auXARBEbAP0+dsFA7TMakubS8CrS+Ba8wD86IpxDhY1oe0AnwLeIFC8CGUFLS8M+TKzANI1IphJgyQBI8hl8EVpllMOnCaB9krElch5WepTJF1NZQiJHSkHL8WOjTvApd/GxJ3iU40NMA63JB4DG13FAE5ne8BVsDnUfMpPK4HFoHA6JAS0JDSF4wxZopbQmNdwQk8MIv90R4gfePDEzray8X4/+A31dgaW9eylNeleoS6TiS9VcaJuxQiiI2MAT65kkNhIe53K6LPBLSVRvwDGg2WDSKtUKIpkgkvDJFG8mm+BNQIy+cq1Zik4GzybBYSk8ATRBRoc/4kWdu+CHTTuPpzdu5xfcyBGcItBaESonOiMf+kAaZ8TmQxeyi8qalw6kSmwHLjzcd/bhd5tPbTxwzeDObN93anRW+8S8TghZLNA56Ao9wuR1Hz7OFpWS3br7sM8XF/UcO3f1wa0n7649dH3/pZc/nX2+5fjjraeeg7afRLUDW4JgS/1UaBzN//8F9Kf0cfXRD/okoOsQ9kG1/3SB/L+79FS9fvu39Pqd55OqrK6tel1bgwUi3mCCFWB0bc3rd29r372teVn59PGjuxUvHr95+wo+rH79qubda3zPV7VvKl5Vv6iurnrzpqKmBgQrNR4PLAHKFdW1Ne9Qy/y0shpUWfMWMF1Z46mofgfrrz2w/vbewxcPHlfCZTytqLx17z6c9/bdO0+fP3r6/M7IMX0GDysdNLTzpEnDYmKifrv1ePmKTaNHTx4+fHh2dlLzZinfLp3wxRc9A4NYjdINsfFKqQwxGGgOu4zL9pFIGFq90Ncpc7gkZjvLYCEbbVS9haLQE8JjLKGxNrVFTOWiHVyOiMLgETgiNB8ODVlI0AmZsDwNEp5OB3+xcp0M954gIDU+sTfYbb1NA/gDfAB/4YvQMUeLYPggIoXEiJs1MsKRUOEgCAXhKiQMsVRpsaOlkVns2Kwsma+JJBConS6EwtX6hS/bsAfx4Ww8eMoanvKw1qMPTND6JxgDkhCyjKcOEKgDZcYIhKQIjG4ybOKC3oM+86LJo1Jy5y5dkZidy5FJpTqlSCkCOmORFrTNwKf7Gzd1bFHbFsBl+AlAJbVJBReGC9oS2MeLgvgFO7v27pJTmA3raFSaQfSheOEEh3UiDZ2VHB/G0lBsAVMghZNRvMkI7An7K7SyuOQYlR4dTY7mt1G84FP8OOhAGB4dPyCZ6QPXw+RT5VqxQMbByqL6gAC1eBwfu7HoGEi2kMsScJh8NnhhOpcJonHQ1A4yVvAEjU1jMej30Q90qDcF6ExhgclHGQ1vYWNMcgzQGa9vhS3ZArlAaVarjVqVQYO1qVKRUog+V5CxoQFmyTgEDokpZTIlNLDnUpVYq9cQCN4sFsPX1+zlhU46wxcKdAY9iUJU6+SwxWCQkcmIWiNjsmk2PyeTJ/L1D0YI9N5DxhLZcprI0L7XqF7DPlfY4q1hWeXjZsfltsws7qoLiCeLzXp3MnSeoG3uOviLeasODpu+/KsfDmw4fKNd/+kdBs7c90tF1+FfWiLzaQq3Japxyx5jpy3Zsu7gte0n7+06+/ins0/r6Tmu7aee1dMTTNg6iumKrSdfosJcNq4/YfQn1RDB/1phjP4b+itA1wsI1A8F/PepYbT3z9XwCLgAo+BzYeU1hubXuN55aqqrPChs4V3127cvQW/evqx5XQk7giOvfgNYr0HpXPXqZW0t7PSyFgD9CvTqLfoWLDYcGffOVbXoifCDv3wNhhpNvKuoffv0VQ2Au6L6DXYOtKkA4p88faJX365Wh2zFqhmjxncaNLxVTLy5/8CyWV99c+zklbMXfj116szSpfO6dysqzAtVyZGWJUFFxa6ISEF6utlp59PIiMNXxeeQ5UpOeLSjRctGRa1SYhNMRitDb6H5BclVJrbeLhUqOUQ2SlX4a2TwSCxBfUDT8KljcUDj47P5Mj7+SAqNjWpF4Ka9aeh0SjKtDAgCX1SZ4MhSOJrGrEGwQkXBUUFiNY/AQBQGqQ+TSBeDn+cgBObsxatKBwwn8EVqP2dWy5ZT5y3Su8K1fpGW4ASuzprZsr3AaN906GRB2z59R86cvWQTwlA3bTcQoWv1jmQy14og8pC45uu3n2nfbVjfYROWrFpH5vMRGkHtq1Xo5UBhPAUbf1AJMALYAXfAXYJBNjtNXXqVZhdkJaYn4PFx2J+GDYAEeIXHhcUkRysNCvD+dZWe8Bp4dGzczScFO+AtAdwZOBEe1bEFQE/BBBvhuxRswA4cCp8DDGwsPggTbhq8xY8PDRt0X6C3AcIe9+H/HFwGnwFQxrjMpnFYVDYTmEtm0sEU/11Aq01quDa4G2hIBwub4AmRcM31n/fCheHBK5qAShVSxVoJWtoUeiAMiq/N6nK5zGYzjcbw83MFBAYhiLevwzl+8iSxQmKzm5RKIThrItGHQCSzeWIvEoPMkhR37BmX2cyLpfpqxbYxs76Py+0Um9uFrgxyxeZPnPv9qp2nvDh6hK6W+EZJLDHawEbfrDl85vbbTUdvHbhUceW555v1J/pOXNZjzKI1B252GDQnIKVdaGZp07KJ477esu7Q7QOXq+uI/JE+QBnXI0wYo1ErXbH95EtMnwh9/BfVEKn/WjXw1H+h/3hAV9V+WvUBDarBI8tv0IeKnndvMKFWGz58+676VXXFO9ReA23ByL97VYuqBiM7DugX1VWVr6tx1lfWvHn4rOLZy2o4Pj7yG44MsAYT/eJV7fOa2scvX8EFwEY87gGW/Pb9e7v3bRs5rne7zo269Ez/Ym7P0ZPa9OqXV9g8af3WrXDMG3fuHzly6PjxPWvXzJvxWe/OHeMmTGzl50/oXBrftKlbrUJMBiadghh0fDIN0RjZqRlBLUqSE1OsCq0PV4godXQqFxEoGcBfIscbOAtemMknM3gf8pobABr+brGhgFwgAvxJwz5gojEQq/VWvVAuRh/BERC5XhSR4E7NSQDXbLJbEKIX2NioRLTYE0LyJnOYCIWS2bwVQuR27T92xsLv1+8+uHbX7h5Dh/F15pT8lr1HTB43c0GXgSNs4XFzlv3IUZmDEnIkxqBrj96QBYa0/I5BsY1bdh7SvsfouYu2pOa0/2rxRrMriswRZxY2ZctE875boLPrwR2DKcbTrutiLyqjMiUrOSQ6ODQmBODbuFkudAjggoHmeFgGfh2gDa4TPs0vagJgBWahqR3YtIogICALq+70SeEF/PDGADAHJ4WNcAp7oA1Ogecpo6nWLBJezw/uD1CVhQ3aBkriZ4HtdQN88HGYXHSAD48pYFLZaOYczmWgLZFOBeASaKS/C2g0q5qAlmCF4+NtGOlD6l5dqAoXnisiM0gpPDJchslh8nP7BwQH+fkHqDU6pUrj9AukUJkGiw3xJsampoXHJ3mRoPEhCMUio6+1oHmxQKoWq0wKvSM1p9gvNEWg8Q+MzR0/+/sV206fufkmr91wlV8jlSM+NKU5QldKrZFdBn+GEKUCU2R8k9KRM37Y8vPtVXuvrDt4/cQtz29Vnls1no1H75UO+7qo59Tyycu//+nK/kuvjlx7AxReuedaQzT/LwX0x2lu6OvtP1QvKa1+Otp/nxoi+M8FuPykcEDDAYGhIOzIYJWBlp63tW+qwSC/rKioeF5VVVlbWwPeueJlZc3rN3iIA4+HgFkGEw10BjSDgNEVNTWwBQ4OdH7w9MXTylcokateg3cGOsMpUFK/8zypqoYV2O3G3YfAaGgHLlw5v3Hr8iGj24+c0Cq/2Dl8fLPAcFZWnrVJs4gR40es3bR1+66f7j+44fE8v379wNJFowqaOHMbW9p3CA8KZpSUhMXFailkJC7GIhZ5CaXeZCYCUPYLlISEq9V6CpOLMHkIV0qQG6AbS6fwieCjweSyhVSWgAK9WtCHTOd/ABp4h2VrcLBiaWjdfXQ3MRslml4bnRifmpUW3yguONplsCv5cpREcp2cwqIZrCbgAkck6NG3v8JgTszOjUjN8mLK47NaDp88Z9D46QiJ+vStZ+ai7yo8Hq1f6Pq9R4q69Mhv19kaFh2bXYBQuB37Ds9o3h7xYeWVdOGp7D8dvbhyy+H8lt1LOpUv+XGrWGtFCKSy8n6+brtAJQQaAp3xB5J1lKFh5aFxUwwOGhAGbQZwHBAMG/HJAfB1nOYGmx6fggB30LjDBZD9iYPGn5Si8W5sshg4JizBm8OhZFopGojHHqJSsARE+AhvP3DjjCeMg/BKrXgQCT7CQxx0Hp3EJL0PaNSzzximyX8X0F4UtBmA/ZkfCnnjF1bXVyBj5VPwmwaS6iXAaJVRxZeivhjx8jaaLI3zCvliGYHMkKn1PjSOKzwGITOdYTESvS9XopJqTIHh8T37j5TrnVypiSE0BEZmIt687KIyiTm8Xe/xLbqMHjhxyZ4zzxetOV7YcShBaI7Pa28OTes9es7MZdtmLttx7bnnh12/XHjoOXnr7Zaf73y95tj3P106ftOzcOOZQ1dfA5oXbDj97bZflm2/uPbgrX0Xqw7/WtsQzf8H6LrXfxKgK6rf/JHwekZ1h4UtL16+flHx6gVg+SXA+F119WvgcvVrALjnZdVrPFoNXQSwzzijQQDoGjTXwwOMflJZ+aK6+r2zxuw5OGXA9OMXVUDqV3hjAJStqa168wb2vP3gCQAajnb99q+Dhnf+bE7PvBbWNl3cJifSKFdjDyC0aB0zddaEDl07te1cMvfrqeMm9O7YqVF5n9zsTFNEJC89Q9OzV6rdQUxO1pWVpUvESHyCISHVYrAxBFJEpSdabBytkaHSMgy+QluAxi/UrDKJGWKyUMkCQHNENJ4Ezc34kOZMqQ9o+EvGOMLmYcM60LciNH+OLxWHRcd17Np92JhRA4b3b9G2wB1ll2g5Goty2NihVn87QiIw+XwvEo1IFQSEJrbv1nfCF1/b3Ek3H77LKuwUGp/1yuMp7T8IBM76+uMKV3SiF5uncbpiM/PU9oCQxDSR3nfM53PW7NzHkqrzSzotXrmRLdV/++OWTj0HBsckC9VaMOYClcg30BIS78af/uForgMN7pGBRwBQq8sX2AcmF/e88BPQwtBo+h1dqpEA3FGak9CK1bjPpWCTeJGxrA88UvFJQZPAwWYDQBP4PoQy8FYNTlFnVPGrguPA/ijQ0bxsHyA4XA/u0FEWY4nMeDIG2l/hMADEHwLQXAaPgwc6MFjjw1X+BqCp2BPRuqaLjtWAZWH1V+uukI495sW3e9FRuw2tDrQQOpNRazQJJHKeUCaUqRASw+QXDP8iCImNMMQT5yxt3qlvXHqh0hzIFBnTCjqExDfJKOycXlDatseoDXvOUcT2XiPmnL/jmfz1xtO/vVv90/VNB26v2f3LxK9XiyyRQnPE0M++HTVzxdGrL3uP+2bi/E3Ltp3ddvLh6buerScebDhy+8Ijz/rDaJGNdYdu7/3l5cnbHnDQO04/3fzzgx92/9oQzf9LAf1xeAN9/SeFOBpyGRcQE5Yv0RjIezoDK5++eHXl6o3LV357cP/pm7ce4PKr6jcgWAFvDVAGgl+5duv8pau37z/AHhK+fvqyog7QsOXVW/QxICzBoeMEB0aDiYZTvEIfFb59+dZTUfsWvHbl69ew5dHzyqu/3bh+58rgkR0++7JbSUd3WDw9JIaR0UQfHMlyh4vadGkenRzRtrT5ih+/7N4rPzxC2rU0sUO7iPAI7rLvBoOPjo4R9u6TUVQc1LxFYESUKC3HmpBuCo6U6cxknhBh8xGVluVwadwRtpBYP71dzkannWZLNFygs0DG+lAUifp7QKPxWQxnbLFKDMaw7i2DK4C/Va3JavX3twXY9DaVSM1iiogsETrhFkfEUxuNLL5YqbV36Dx4+uxlg0ZPGTbh8027Ts34es3cRRumz11udUchZHpeyzYHzp5DfIjDpkxNys01BwUrLfaIRhlhKalMuQIhEFdt3Y4QyWqrveKdR2Wxkrl8R0gYhcdliQVAZyqfYvTXQGODJQK/h2YdnXHCwhZgTVhsqFAhQL0/CQF6Ah+hvQGhttfnfYQB3xMNy6AjRNCh1XVRiIZoxgXfwo+jMirxsAYgDzfLuCP2xuYDo2HpIhTMR8MKMBHuJJh6uEg4HWwUyAVSjRRuMla3msWVcOEeAqNhCcJmruLVYRq11X8T0BT2+wpW0PZA84D/oo8aMwaWwI6bejKXpLFqwUEzeCyeSKw3W2MTUtt1LssuKMosKJ61YPnkuUtP/fZk5c7jGw9f0ruTC9r3HzF14bCpi2ct3ZrRoldEWuvA+GaDJi7ccezm2j0XJ85dd+iXF7O/3bts47mD56q3HXnYZcjMaQs3LN92KiCx+bgvV609eGXujwfOP/AcvFz505lHq/dfP37z3dHrtTtOPwYiA6DBPi/feXnL8YfA6J1nnoF9Bmf9fw76fw6ggYmfFA5olJjYPsDQJxWvHj6rPHvh16079m3cuPPnk+du3X308EnFs4rq6tr3gH5eWXv63KV9h46eOHP23OWLJ8+fvXD18o17d24/vH/n0YNnVZXV797cefTo8IkTP+3ff+XGjRevXuPCAylwimfVtcDopy9fvqiGpsFz7PTpGXNmr974/fwlE6OT1ak52iZFtuVrRsq0iK+T1KVHTkJGSF5Ro6Fjux84suqH1dN69ckcMaygvG/GNwv6zZvfZ8LEVimpqjZtw/oPyAx0U+ISxf4hzNhUdWyyztfJUmlJOhNbZ+SJZFS1SWT2VyuMAraMKtPz5AY+X0rnSdAaSVwZmSMlsSXk+oDGO+lcdMY8BQjQBm9R/hosZps7Kj45v0WLorZFqTlJZj8NfBer6M/T+xqVOmO/gaOmTl+Q07jzjj3nm7YudUclX75ROWDYzD2Hfu3YbThC5oTFp4g0OoRACI6NkRr1JA67ZWknAovj6w4W67U5RU1VVhNCI2ls5vCkOIRKLO7Qds3WTbO+mVvcsSS7ICu/OEdnlQNxNL4S9AkblnmNx3wZWII27gehXQGWWfzM8BZIivKXjBKZjT2pgxU8OItvodRz0HSs9tOfO2j0bmB+WWNWu0L9gblATBSCRPQIAD4s+w2dsBGPRMPZoZ3An8jBhcGe8Ck0HnBvNSadUq8WyERwe7liPkAZCAtQrm+f8UAHhUX7u4BGsDGcaC/hw9S9ZCxFry6mgfc26m6awiDFfo5OoVOl5eR06NItJ79ZaEzS+OlzoKEdMmkGQuRt//lqbH6noTNW2GObMZQhM5b+tOfM46NXqgZP+i6zaEBUZsdFa4/ltR28Zvel5VvONO00cu7yQ0/eekKSOmW3HKYNyDj3wHPk16rYJl27jZy7eNOJrcfvulJKDlypPPvAA8YZ7PNPZ59uOnb36PW3u869uPjEc+y3d+CdwTgv237xx73XAbiw3hDN/wfoutd/EqD/SADoOkbj9vnxi6oHTysu/3p7weIfBg4ZPe3zL7fu2PPL5esPHle+rPbcf1TxGi6g1nPl+s2DR4/tObB/3ZYN85bM27xz+55DBw4dPwawvvv44fNXL4+cPDlj7tyho0evXLfuwpVrN+89BJuM53LAypOqmmqP5+Hz549ePHvtebfk+2/Tc9J69e+a1zR+2NiO3fvmLvpu5PJVE3YdWLJg8dgzF3aWdM4dNqFnWb9mn83s+8PqSSNHF7VtE9woVXHz1tYtWz8bOCi3Y6foFkX+yanS6Fiu0YKY/ZDQOFFkvCI0WpGVG1zSNiM6zkmkIkQGOtMgsJglI6nMIrTisxQQQ+bKiCCOlMCWEFliUh2gcSLzpDy1SQ2CFZTXYr4zMEytt0uUeo3RYnFatRYNR0L3oSNcKQMsqq8f+gQpqVGTRUs3h4Q1Tk1r3aJNVy8at23pYIQgGzRidnBUptriQmiMGfO/adetDBCssRl3HNpD5rFC4uIRMomvQmcYCU8Cl43AujnASuXTy8q7R6VEZxZmZDRp5E1DkrOjR08ZKDewxRqmWI0mUQD7+DIe98NsL3jUArbDEuUmAdFbdbiTRUlNQjEKKzKtFN2TgA44hJ3rYsR1dKZhj/4+Kfg6HBAHOp5Ggn8FKM/EnhwSsUA2Tj18O6BcohbjBwdW+vpbxk0dJ9MogM4yjQozzmgcg8ykI0QfHMq/D0CjFZH+NqCx4ePQKlDR2c3RvJT6wfqGEqn44XFhaLokjaI1m2MSU/yCI9UWh8rXb+narSFJOXdrPAhL3XHIDGdyq0PX3/SZ8N3p254Nh+7tPV+54+STLUfu9R27aPXuy9MXbf/p5IMD55/tPvVw4eoTs789GJXerdvQb/wTSxKb9zx0pXLbqXtA5x/3XTn/yDNl8bZm3cdtOHrzwOWqI9deg7Ycv3/gcjUAGkz0ukO3d5x+CuvbTj6GjSduecBHN0Tz/1JAfzzSDn3VG9Dx/xrQDdH57xEQGXt8B/a2FqwseNvTFy6v37Lj2q0Hv96833fg8Kj41MnTZy9athLYevHXW9dvPwQLDF747uPH4JQv37i8ecfGtZtWxybHr9uyaejokd379l68fBlY6bkL5n+9aMH1O3fgi2cuXnzw7Nnthw9PnDsHb6/euF3j8fx65z6sz5g757PZnx08sS82ObxVh6b3H/965MS2K9cPz5o7onvv5n36ty7r1nL2l5OmfzXq0q3Di36YuHDZqOI24QOHNG5aaPtu2SCTGTlwcN6KH0a37xDZuk2w2ReZOLn4xzUj+w3N9g0g2gNpwZEyky8rJd0dE+/H4CJssXdgpJmvQLu6NrcWRAC8sBCxlspXEpRmtsrMo/K8AH90Pgkfcwz88qH5aMwaEpMESzRCymEhRDpfrOEIoWeuMNmt6MAQMqI2ywgMBE2IRhOz2CyeKievg0YXgXiJJnw2p3zoaIQkyMhtj3iL4lMLEC+qMzjUGeL+4uvZcWlJROAdj+YfHoAQveUGrQ82Atub4cMUs0gcii3IXtKhpd3tu2zVoh79O1v9dVaXtlXH/OL2OXa3WqSk82RMYCuwzx5oA+tndfkCBAE0eOoY8JqODRoEnOEhCBxDFGxuAZyhqLXEYtCfFBAWRxuedAFLOAgJG9cOp4C7hBtzNISChUdwQ4qTHT8FAUu+xo+Gu9e6jXB7C4qaY3MLEG0uP2zGWDHcQ+AyMBogiztoPIUDbj40kAQ6aurxX8eXc6wBZvjJDD44bjZ8l8nngwD3QrkUT8vDsyQbilzv2WCdiQZ2O4KsUYmRZrtJazRIVCqJUuNwhwOgFWaHN1cSnd1s9d5TI79cMWTmyqGzNyCCwJx2Y1i6hK7DF+44jY4TOX/fc+6+Z/W+qxsOXEd85EOmLRs7e83PV2oC41sXdZm8cM1ptTu796TFc1cf+mbTiYNXXx6/+W7zz/e2nXy4+/zzBqr4EzVE86dUlyJd8XcBvfl0xSfVcM9/Tg3R/OeAbrgnrv+xgMbzK55WVmNFQd89fFZ58NjJhd9+P3zMhBMXLp08d7FH3wGDR4wZP2X6pWu3z1++BkgFOh/8+ee1m9cf+Hn/vmO7l66YN3ve9F4DeuUW5h89dQJ89OETP3+zdPHL2hpY33/06O6DB0+eP3/z/v1nVWg049Xbt7cePHj66vWz6torv916UV154PjeVp2aDRjW88qNszPnTPny6+kHD2/rWNrsi1ljAoPMjx/djU+I2HNs/exFI3ccXDLzq759BuTs2T+3fbvQJnnmU6e/GzosP6+JvXNpfFKy4vsVI/ILrKVlsWFxvOIOYRl51uK2MUmpNq2REZfk9A9SO4PV4JR5chJXSabxEYNDFh7np7MKBSoiU4wwRKiYIh+xmiNUcggMND6Lek+sijz8kdsCAH+uZiXFFodLqbWWtOvUvU95UESYPcAp18kBcHQ+JSjS7UMlxiU3YnIVRktY4yadJ06ZP27a55169GLwVJ27Dyso6jpm0myFwSzTawDNAZFuq8sK3530+cTwxAipGj0OR8blKbgCldDkbxZrJUa7ITEjDijcf3jPguJMhZ7LERODo32j4p1KHYvF85KoeHjdD5VRCTYZHD2s41Yaj3jggK4Px/rCQVkH0Iaq4zv+PLAO0Djo4fiwkYQ97sOfFtY1APgZ8ZOC6kzr768E7rAX2F6EQPCmUPhSaWmPHhanE4gsUsiAsyqDDgQr8BafSZYjRrP08AsTqwX+oQ4ANFAbbLjGZIAj0DgcjkgANMdKJjH+K4Cui0TDHUOwsZdsAUskkwpkMrZAbLb7syVKhMqkSpRLN+5qVFRa0m/8+mO3lu682nfKqqVbLs347vDBy2+O3/RsOHJ33cEb3++88NOZh1+u2B2Q2HzApIX26ILxc9aWdJuUVTy4ZfcpCldGq/6flU9bPmD6iiXbz+/65QW45l8eexrQ+f8A/b8b0PhzQjDO+JiRe4+f7z10bN6ib9uX9Zg0c9bBE6dGTpw8ddacKTNnr9687eQvl35ct/G7H38cOnp4ZpOMiITg0Dj/2NTAJi3Sh4wecuTk8cu/Xbvz6MGDZ08OHDvStVcPQPbwsaPBVuNxDLDVtx7c27pr551Hj85eufYSHfN9d9L0KdfvXT54ckdKVuSpXw6V9ei4dcfGfft33L3/a0HT9I2bVnVs3yE4JKBTr+ZBsZrELFtes8BFy4aVD8yOCGcVF/nvP/A1AHrylPaBgcyQEC6RiKSnG9MzjQXFgVHJ8swmNpUBiYnXNy2OEUiQmCRbVJJDYWLZ3OrgeLtUxxSpaXqbiCVCuApEbaWpLEy21Isnp5icarOfDqwZuFGH207n0dERKEREqBCCj4b+uNpgRnzI7Tp3dbrd5UOG7DpwALwelryBBIS59L5GhEQaOW4KkSo8dfZmQkrjsJgYqVpNovGT0wpGjPls2OiJkfGxUo2UJ+Up9HIamwJLq7/J6NBxhCwwwtDFZovR8RSwjqamcagWp4HK9mELyRIFUyynGXyFsUmuuESX06Wy2JVyrRh/BsjGho2AmwZe4/GKOjNbv0ePh4Zx4UEJ0odUs08K98KwD2Z4f/ctHNZ0rHofvg8dS+fAD1h3zDqU460FfjE4Isksss5iAZeKeBHECjWVxfUik8FHdywrgxVMRPDO4IUB2QgJHVwOt46Chcvh6zKdODAC7TR4U73hnwZQzhGJAPSwszeFBIAGx/13AS3Voq0dnMiLSCDR6CGRMeBRFny3YtWWbXmt2yFU3rxV29oNmLxq/9Xbbzwj5mz+avWJpKb9pi3adejKqw2Hb/zywLNm78W4vI5Eia8mMN4YnIrQ1dMXbn7yzrPl8M19557PWX1k36+v9l6tXnnwxtazT/dcebXz/ItD19/8dKEC1BDEf6QGLP6k/hrQm0++2HTqE2qI5n8PoNcee/xJNdzzLwD9r0qza4jOf4/AOONPC9HkjcpqAPTZi1e37zuwctPmYRPGHz578rOvZpf27mV0OsIT4jfs3LH/6OE9h/Zt2L5+5YbvVqxfOPObcR175Mc1CgCK+QUFlvboBh552coVn82a0aJ1SceyLrO+nlvWuydAedvun4aMGlFY3AI2Vr97B/b51MUrNR7PirUrBo/uu2brssAIE52HjB43eNPWNdt2rJ04eUTzouxBg/vwOPzRo0dGpfjlFoW3754xZFRJlx6p/gG0qsqjbVuHBgRSo2PE/frl2GzkgADO9M968rhIbuOA5AxTfrEbcCnTIDEJOq2Z2CjLX6RA/EKVofG+tiClb5A6MNIMbtqHjvi6pAwxEhSrCok38BQ+ZA4i1fLUZhlYM5lWCoYU/JRIKRLIBRl5GWanmc5lAn/zmjVzh4cbbbb4lDSrX6BKbyYzmTqLASA+bOwwR6BLoTU0LiyOiE3+Ys7XSekp4LKT0rICQ6O79+nvCAw0O01cKYvE8A6JDNKa1I5AX7ham8uoNsrd4f5KvRSN7fqgkVwyg0SgevsH251ui0LD0xiEUiWDLUDYPC8GGyFR0HlihXIuHi7HKcPCRoLwsSkTcdUBCFd92uKJFjhtGyIMFw5T3PB+xGg0D4SEjqvE8/mYWIU83I8TsUA2BeM7ft66J5n1MU3lUBk8nlJnNPjaG2Xlduvdb/7ib52BwT7woUhEYbGAswBoBo/DFQvBF8P9h38LIhbRhoNDY2Z3+9oCrGwRm0gnY8aZA9/FI9dgooHafxfQ8L8CGjy1QRMQHBQSEWmw2FzBYSIVNNIkvkpT0q03QmSLfMPjC7pP/3b/hsMPTtzwXH3iOXfHs27/1UOXnq3bf7F5l0E5bXuSpcakwraagOjwjObDpy8+cvlpckFZo+Z9IvLKysYtmrB454wfD68+cnv35ardF1/uv1rz/xWgt5z6GMF/roao/efUELW41v385JNquOf/cEA/eFpRVYumwYGPfvis8tHzl+CmH7yo/O3RvdLyHhNmTYPlwDHDcosK8lo2X7b2h+ETR87/7pvVm1dMmTUmrzgpMsU3u1lIu7LGkYnQzfePiIuBTujnc2Z9tfCbqTM+NztsWU1yXCGB0Ymx/Qb3n/X1nMmfT/1q4bwzFy+e//W35zVvvlq48Pi5489rHixaMad7eRu/EF1x65yjJ3YWNk9ZuGT6mPHlg4b06tunx7LvFrXslNOlX4HVzUvJtPUub0JnIkXNA4tbuLNzLAsXDeRwkJAQYUa6X1qq34DyNmFhWkcAz5uGtO2cFJ9qkKmQ8FiZVI34+rOtgSJbkExj5altfItLoTByHEGqNl1yLIHc5MbOwGgVXYhwpCSNRQr2Gc1n8EGMdgMbG0wBjC7tWdq4aROby5GWkwEfoQm5HBa4rCZNW4+Z8LnO7ADXhs4GS0Rmfj0zKiEOyAKd98DwQC9s4lSVTutDprjDghACIlJwJCoOi0uC7Rq9wpuIGC1KjoBkc+rhyAqtTCQXepO9YCmRiQUibkx8REpaXPee7Vq2ahweZReISVwewemnjYjwszv1NA46KK4uhaOhZf4I0BysjDXlw/gR+KU4cBsirA5kdZGKOkbj3pmM5YHA/cFbFOgK4If6JKDxJLaPGE3j0qCpw0oqk2HpQ2EUtW5nsjkRb6Kvn59cq8UjFeCgmXwu8Jct5ALT8aAK+quFNJVJDg4aejneFAJPIhIpFBKVSmtGJ0SHt1K1/O8CGq4cz3iBM1IYTLgSEp2FEIk6m5UuFBkDg/PbdkW42oXrDi9ce7LzwDmIj9ISmr1m9y9fLNlMEpsRniYxv6Rs+Ljw9Mah6blwoQKTP1PtWLRu76Svfzxw+dmkpTt/OHhr95Wa/dffHr3jOXzLs+PCi/XH7+OA/j2m/yzQ0YDFn9RfA3rr6cotZz6hhmj+9wD67+oPAf2fHuIAQL/CSs1VVL8BOj+veg0XA8b26evKs79dqPRUL/xxyZDxw1t3bffF/FnbD/40YNTAdt1b5zRLdUXoxVqSycVOzDan5bmVRglY5tDoyOz8vHtPHoFfHjp65JUb16MSYvoM7Ne+S8fkjNScgsYDhg3asG3TyfPn23Tu3rX3gMu/Xbt259eSjk1Le7c6fGr71FlDz17a9fmcwaPGdc1pEta7vNWkqUNu3768ctWiRT980aQkZsCo1ikZ9rQsx9RpZV9M7+IOoLcsCdHrkdato4LcIodNQPBChg/pNn3a8G69mqXlopY5IJTHlyASNTJkVHFCuikkFiwxJaMgqm33QgC00SlNzAgy+Qk6981t1yMtIEopM1CTssIKWmaDKYO/WPgrjU2J8Qt2Aqbhz9UZ5ASPLNcqwUe36dyaQCckZ6Sp9L56c8DLGs/c+cstDn+rv52MPRZj8BngYcGGIxTEFeKr0ImiE6I4QnZe01wGjyTTsr2pCFeIDrMmUb2FErbWIIV1Fo/gF2AmkBGBVEhhUsUKiVQuYbDoOoNaoRYx2QQq/f082RQK4nDo/f1NFLDAaIE3dFgNXDALG8qM87SOyB/xGh9gAluI2BNCnLO4Tf6k6scr8F+HYx2EPhgkoLnVRKyqRnhcGG6iPxniwOn8sYlm0wVSBYHKzC1o/tWCJdDPgB6JF4kqlCmDIiIsTqdAJkGDGwRvaO0QItwvbxo2pTcVi5kQmd4cCVNr0eh8dVwxX2MyQLfGHhAA/xvBNAjlUo6I93cBDX0m+OdDT8RhiWRyKpNldjic7gCJSmEPCiBwODEZjdfuOeEX26RNz6lRGZ03Hbi6YOWulCbtEW+ewhpiCYsjiVXpxSVKP1dEZqbaFRTcKJultXy+ZPWuU7/dqfWsP353+6Wqfdfe7Lpcvf1C5U+XXu269HIrYPT/I0BvOwNn/4QaovnfA+gNJ559Ug33/B8OaLzOHJ4BDSYaVsBHX7l968GrJ8d/PbV5/7aJcybN+37BgpWLbz+/u+3gNneMKzUvoVt5m869m0alWlxR4sgUhTtabneb41OTew8oB9bvPrgflpeu/7rrwL5nVS++/OYrAHRkfPTwsSNXrlsVkxQH/daV67ceOXXh1dvarXs2fblwxtU75zbuXL5lz7KfDiwpaBnUvmvC6IntVHri9z/Ozm0c27J11uipvUtK05oUR8cmGQcMLv5p14IObWOXLxsRHMIODeVpNMj3y6dkZ4amJAZFhvrBn3B+0wSgc1iMMqfAv3uf9PHT2gdH8b2oSECkTG1ltGif0aW8xDdAafKThcRYoGPetX/jdj1S3TFKS4C4sFV6Ubv84OhA6DXzZXyFXqE0KJq3bpaQlpCWm+YX5ErJSoE/5tjUKEAS9KN7lQ/56psV8xasOXj0ArjpNZvWAdO79ukM1PMLsbbp0pzARBMkwFZzRAwGjxIW6VLrBTI1nS1AgsPtSalRMqWodbsWYinDZJEpVJwxEwYBf/VGA0/AZ3HYdCbDC8DNpiFeCJmCMFheShVHreFptcKICFeAyw7bSXQ0dYzzYQpEHDoMbOTFJx8S4iNu6sjLwKZkxetyfFJ1ARD8IO8jG1i+MxqrJaIjEmELnK5taRuDTY/juA6C+ElJ2FPEj2w+uhuLRqAy+BIVCCHAzyR27dk3OT1LpTdFxseHRkf7BQXqLCbonIF9BvEkAvhHoWIPLeH40FWicklYjAUd3iJVK2UajcluD4+NdoUEAdzh+H8X0HCd0GEi0EhwUq5QhHh5e5PIaPNA8kbI3oFRkb7uUG+OfMRnixu3GlQ+ZkFm064Wd6JfRCOFxU0VqRlyDV2mdEZH6QJcWa2LAxITzWERCJ2rc0f3GPnZV6v3/nTxxdYLL3dcqoblxlNPANBHbnsO3vDs/KUC9O8H9PazVdvOfUIN0fzvAXTDPf98//+xgAYBmh+/qHr8EquM8ebdpWs3N+/edePpnaXrvm3VtVWLji0GjRtQ0qV4y76Nk2aNL+3VPq1xQmSCy+5WyA3koBhFk6KQlByXr8sQnRi7fuvGh88f33/6uFO3riPHjz12+iQwGkx030HljbLSWrQqGjxiiFyjWPTt0nmLlo4cP76gRf6ZiyduPbjyxdyJ+3/efPjEhllfD0zNNrXpBE7c99sVo7yISMfSzJK2qXorvcfApjHJ5pBwJZ2O9O7VpH9504ULhzVt6laqkMwsP4OBMXRIl2VL5yTEhijlbFeQKiHNZvVnhcXIGxf6xSQrrS6K2Y8i0yJmf67WzkKzNYSINUCelBmcVRDtCBbHpPpaXAKZjuYfYjRYFSIVNyTGHZ0UJZALFCbVyo1r9h47vPiHFcXtO/YcOIAlZAG+ZVoZWKqw6ESTNZjGVPiQeamZufBX3bSkUK4XlXRsThf4MMVoDh+Vg8g0PINVI1ULlXoxvKWzEaGCpjdLwVlL5DwSFWlRkhsa6VDp+N5ERGs0JKdlmqwOFk9IZ3OYXI7eqBGIWUyuD3yRzUPAYnN4hKycpI6d2kTGhGJlrOlgJBno6EHALjCXwZPysMlV66XZoYXtCQSGF4WD1rnHoxB4R0Guk4MJ/SOQEbCcDZxllDpAk9BReRoLNpUXl+RDR1Qm+ciJw8LigutsOw5BPCoCwtH8Ozqjx6cQ6XSJUgOuGZZihdrX6UJ8fAxWK53L5UlEYqWcLxVDW+hFJoKIdLJfsB8bq5WKR1ooWBQFvx4fKvpQkSsWAtYdgS74IolB+aPf9QHQaI1WcOV0Hh3N1ROgg/sB93AiOLVAAj0bAk8kZPN5Sr1aZdAgFCJDJFaY/BAiv6R06O5j14s7l7ftPqhzv2Htew3sP2ZKYl5T+BdS+/kxVCpTaKgxLNwRmyiC/4IKc1Gv4ZuP39xx4cWWsy/2XK3df/3djvOVuy9VH7j2dvu5f9D5A6D/LJcD9tlx7vnHOotu/FNA44yuW8cqR5+r/J3OVuHagoWnPxIGaJzRf0jq/0qx6Y31gLvh+OP62nTy6Sf10W51Qjx/8PpXAfqP9HuYeurpY87+lerX0Ue3VNSiuvXo6SuP5+mrmvsVlXeePKt8h1YBDYqN3Lxv676T+8ZMG5vWpFFhm8ZfLvmioCQrqyAlpyANKNOjd6fM3PgWrTKGje42fHRZafcWBS1zu/YrK2hVeP3BjRv3bkXExeQUFAwdPfKbxYvGTBgfGOpeu35NfmGTM+dOdyrt3LN3j1c1ldNnTBkzftimrauOnti16NuZO/euevTsYtsO6UnJphU/jB4yLCc4nJzTROcKpKemGVu3j+8/uEVEhFqlInTumNWvT4uoSI0rgB8XZ3S5pa3bZrZpm+twqvqVd05JDU9ODTRaaWqjV0Zj/9Qse2S8Ji7F6B8sSGhkdro5OitRIEdiUyx9B7XObBwpV7MCgs3xyUEaA98VZPhy3uTEVHT+7PwWmXQ+miEQHBtKF/G0NgfAoO+Q8SZnRFm/YVmFBSfPn+7Rr49IrmJwhS3bdt6+6/Dh42djkpKS0lOiEiNTsmPDE/y9Gah3NjhFYKWxokVo0SWAApg+Jp+sNIr8gsxEJjAFkag4/sGWrCbJ3hQE0K+zOkyOIOCo1RUyfMx4sI1qk4ojpRS0TKELkMBItUxPARjJVGyJXMAW0nlKdIAMge0VkRSJEL1pfB4RYC6TQvsBThANaGClrjkSOk/CEshYePHlDwPEMX7hNvMTZhP99P18Je+FJecxvUFwTOiXoD9HSCGz0R8rVDEjE4NSshO5WIFAmRaN2wBGUaNNQuBKCNgoc5zX6HNFH7SGEYFOAIxS2XS84jOswFto6jqWdU7NSgMlNEoCMwselkCj+FCJ+Iyx9RoAIhwBnauQSf0gej2h8IVWCi4DG00jRLD5wsH4e1G84CMvsg90WdBR3RIBmpPHojH5aNwGTceG7piPl1KvhX8CBo8D14BmZ/t4scQihcHEFEoCw2Onzp4fnpItMTtvV9ZeefiiRWlPhlwn8/Vv1bP/7rOXNe6IrHbdW/Ub1WXk5wJnzKGbVRtP3t1zsXrPxZoPqv6HLlXtuwiqfK9LL1BdrPyIy6jOv9wJHvx85erDd7edfXH0lmf3lZrNZ54B9zefQkMlDYGOfvfsp4Vi/Xeq/KAqVGeq62v72erNp19tPPNyI7bcfBoXCu73ED+NQr9O8BZ2QPfHVH//OvJuPvHkv6KNPz/6pP7HAhr0pKrm8u07gOlqj+fI2TOPX1Wdvnrh29XLOvfuNH3OZ70Gll26eXrpj18NHtUzr3na5Gmj23cq+WbBnEdPfmvbIb9nn9aRUY6S1nnN2+St/2nN2M/GZBZmlfUpu3rzWuXr6vDYyPmLv4mKj+zarXN+YeNGaUnjJ4weM3bExUtn+5Z3bdOucN2G7569uF3arXjtpsVnzu/u2bvYbOIu+GZU86au5CRhx9LAiGhySiNZQaGfw4+W18QdF2tQKwkmA12jIioUCPBaKEFsDqHOyOvRu41fgDa7cdznX4xo0y4jKkHLEiAA5dyCYLuLHx6jbdIsQqX3CY6UWJw0WDoCuRwB4nDJMrKjA9ymsAhnZLSLwUKmTh9e0CxZICasWrcooVGESMUX62Rnrv4amZJ+9td7E79YVPXOo7WE/nb/EZACXJ4rOMxodfpQGMPHTDD42o02W2h0eHZhBsAXAdQGyYLj9FobT6zmAMsATEqjDGwmV8oiswlktjfQzT/UBrK7zTQekcolxKZGedGIYbHJ8elNOnTvX9yhDGB95MxJcKmN8uOUZpbOwbYFi5gSxBms9fXTAlkcbrs3E1H4ikkcdJi1zR3ogg41iRqT0khlMMg0CqFCAGeH46NQZnmj4nj9A9AA5frCef17QOOuHIQDGsUrwwsErQtDgA6OhwPS+N5yA98v1BieENCtXxdAIZ5NjD48xIYaAqNRn0tApwXwwerkiZRCOBT+logNKMdiI+i4EjiRD80HGO0fHDBg2KAho4aBIyYxaABNkUKCed66EAoq/PIA6/VE+yAKgBgNkfugp4bd4HoUejS1AyF6AZHhLAjJmyXgge/Gk/PwfD61UY/i2BuB7Wh6n49XWEyUyW4FUoPYQj5W+5sUGhebkNtEaLZ1HTQ8KiOXqzHH5RQm5hc3aV8WmdV05MzFsQXtvtqwr/v4r7O7DF/807kNp+4Di/f9UvNesP5eOJ0/ABqnM6aGgAY6g8B3A5R3/PLy4A3PT1debzlfueNS9Z6rr/8Y0A0DIA2FUftMJaYqTNX/0OnXO868RgGNqyGgP9D5vUM/9QydyeX0e5p/2P99qKQ+nbeeePSX2vzzg0/qvz3E8UdqwNl/Wv9AMy6czid/uVzj8Tx+Vf289s3z2tdPql/def74u3UrwQ6PnT5q5Ybv7z69MWx8+Yx547v1a71+2/LM3IROXVr16tMZ/mv2KW83bGRZYdNkkZS0bvty/wirr0vXuWe79LxUZ5CjoEWTzt06lpZ14AkZl389J5Fzhg7v26K4cWJyBJWOtG1faHUo+vUvHT9x8LIf5rRolTZ8VLcuZYVDBnfUagi+ZiQjXT5xSsHS73o3a2FPbaTNaeyIT9DHxmjT05wZ6X7hYUqVyptOR1q0jCtsHhMeZRk8rCtg2uGv7NOvVW5eRESsJjPPFRWvAy7b/Hl0DhKXbFHqvI02qsXJiE02WP1ZYKAMFnbHLk26dm/OEyI2pxSOM2FKv/hkPxYXaV9aQON6KQxSrkIgMxgREq18xKQ1Ww9X1noQb3ab0rI1mzYERURk5+c3LW4VHBFNorO+WbLs60WL4K8dwKe3KRzB2tg0F1/pzRQj/uE6pYnLEHpTuAgswQtLtTy9TZWakwSgSUxPwEeTo6NdCMioyRPAl0Wn5Bw+fZnMEcK5TH52oVqE0BGtje8XplKY6D5MxBVqgd6MD4WQ36LQi+5NEdD4SqFAKbO4/BFvQlZBM4RMFSuVApkIOuw0HpnEQnlKpKP6u4DGoYmHkt+ncNBQ44yaYjmLL0d9NJXn5RugDYy0wW8PigrAi4iCZUYTvblo0gWCFc/DqY2HpAVyvg9W8h9/UPnhuSJKW7DDaBFnEjpnFfwEloCDZiWTiTigMRzXPYR8f4UguPn1RPkgkkQt0Vo0cKsJ2Phyb6q3xgxvgcUEtpCLMxqAC0ITb0joowUmn+sf7MbHNNI4aKofbNT7mqFTgo9phJ3BnsOKSK3iaw1qZyDC4KYWFjHkmjW79lvDYo3B0R0HjDp3r2ru6p3SwPhlu86OnL+uqP/UHRefvwf0P9DcgM5/BWiU0b9UHLz+DjC97XzFzotVgGlY2X6pav/1t/86QH8C02CicUf8Ac0ocHHvXM84/2NKFwzQFZ9E+eYTTzH9twH6X5Vm90dqwNl/Wp8GNPjBW4+evnjztuLtuzXbtg4ZN3b3sUM3Ht9dtubbvsN7Tf9yanZhanSKu7B1o8Gjy7r0LkpqFB4S4UjLiO7SrTgl3T14eMfyAW2bFSc3b5Ou8RVAp94eZCAwEJ6MLlHx1EbxzC8nxSS4JQr6lOnDwXF7PM87dG4KMHW6VJOnDe43oNOEyQNik/z6D+lQ3Drts88HxsdboyJVmzZM694ttmVr+5nzC0ePLUxKVvXpl+trpUmAdH58p4MbEiyJTzAEBArUOh++CGnVLnPG7JGduxaOndg7PtFeVJLYvCRu4bfjRTJEpSN3KM3WmehC6B9TEFja/DkmOw0AHRQuk6m9TFZ27/KihFSrM5C/+LuJ3XrnM7mI1SmUqam+/ip3pN+abeuiUpKvP3xaVj688p1n1rxVy1ftOHbq7Kyv5zZu2jQgNHTD1h0EKsOLRJ27YAH8JQNK2pSWhMa6TH6y4o7ZAZFa/whlbLrDGSYXaX2IbMSLDoxG9HZ5cLSrZ/8eXXt3tTjt0YnxYNCiEuLMDptUpwUURSVnIj60wlbtBQq12d+PxCE3a9dEqmMzRIjOLohtFBybHK636BgcrlyjNzodM+bPg363xoLWiTY5XQiRItMZqGw2WpICdb4EEgsNa2AzyFD+LqBpXBrG6HrZ0zQEoAydAI6EzhAQ4S2N56MwCmR6Hhwceg8AXwAi0NDiZ45NicEL3YlVImA0jmwiVhIawWrp1SVWY0KDFUBnED7NFVpxn0oUyCRKPXSMeFi1UtTFE9+n8aGXh1crhd3qifxB6FhQuHJokn3QkZBeeqs+r3meK9TFFfPlWiVHxCPSyWCK4eDAXDRzQyED+5yYlqo1GxECaq4Bx7COZ/sBoGEJ7JZpVFK1UqxR+7pDETLDER6LEKjte/WPy8mPzmxiCopkqX33X7w1cs7Sxx5Pr8nzRn+z9vwLz/qT93b/8mrv7/Tygyr+oYvP6/RJQIO2nX0BgN5y+tmm008B0FvOPt946gnA+t8A6Pq0/b13foarHqCfYfv8fv/TWOjjXwXot594eUD/OYCuLzRIUoHp+PmL1R7PrAULs5s13/vzseGTxpG4zNHTJuw5tnvohAFjpgyPSgoOibUVtk7tVl7UKDds8mfD1m9elpji1pu4jTIDWrSKDQlXlvUsiEl12N0KkMbCzSqI6zWwfVyS28+tMfjyl/84++iJjTfu/FzaLW/u/FFfzhs5dGTnKdP7R8RY5i+cPHPOqC/njysf0nb1+q9i4s2ZmYGHDi6fOrnD6FGF23dOHjUmr0m+b3aOpbw8ryA/uFfPvAH9m7scgApEq0OsNqrZRgNG2/3Fscn29OzgwcPbxyQapn7R22zjzVs4EbbrTMycJmEkGiKWI/5uqUpPNPjSeWJEoUPCY1UqgzeVjbhCuHqrl1SDfL14YKduqTYXO795pExD0lmFGoucpxCoLGaExgDf5UMXWf2jZ3y1tLCopG3n9gDT2fO+2rF37w9r1wIKHYGB8Kdb1LZo8YoF3cs79RrUaej4Hs5QdUCUWusgmwPp1mCO3smQ6Mh8JZEnp4H3NNqNAB1fp2vvoWOID7lb7/K2nboojZZTv/xaPnxMfsu2DKEsIDwKIZMQio8tyBoS4y9UMb3piEDB5Ik5RCqFJ5RJVYb2XfuozM69R04jJMaYyZ/rrA6EQBapNAweWnsIsAuMRlnGIQKgmXzi3wU0LtxB4yEOHzqCjuZQcsCVA525Uhr0CTgSKhyZyiVEJ0cMHzcsvXEaMJEpYOD1mIDXeLq02qTCc41RQBNQW42jGcc0jmYc0+BelXq1f3CAyqBBY0pYSAGo/XcBzeAzVEYlGyvXB9/lSrgmhwnOojZqTXaLUC6GffDieQBiYC40Bia7taCoeVhMFE8iEsql8ClXLARSw0dgojkiAYlBw2PcCIlIYHMRGlPvDEAY7GbtOlmCwwDWNKmGo7WNmrlw1Kwl+y4//OHAhZvvPCPmrb380rP7Yh2R6+sTaG4I6PqY3vDz/X2/1oCV3nr26YHrtbsvV2048WDHhRf/AkD/IabRqPTHTw5/F3SuPxEiKtjyR/t/QDOuj3HcUA3R/BeA/s8JcdTXPwANJvr6vYfPa9+s3b4tv1XRopXL12zfnN+q6dyls4eM79+xe6svF00HGzhl9uCYVFtKTlDHrgXZTWLbdWzsDlWOGNth4bJR5y9tcQRy7YG8Vp3TMvJDzf78hAxXi7bpmY0johOtvn788qElAM1TFzakZtnzW4S06ZQ8dHQbYHqjTHd+s9ifT23uWV7crCQhMtbYtXvj0FDF0CEtW5eEufxIn89of/P2xvnf9G6S70AznYP4oSGSRqm+sVGq/MauCRPaL1oyLD3b3ndQM7WRmpLpCgxRaIxEk53idPMsdmFohIVERdR6RkiELixK16w43mLngl/miRCJEh1haLSR25UmDhheEJUkyi+25jQzWPwRrQX9yO7i5hSEQ2Oj1KNjpiOT4vf+fFxlti/+fj2ZKSUxhTKNxovsM3riWKPNF8HK+sQkJYEFnjN/7sgJIxUGKXDHL9Sot4u9GYjRn2dxM8xuisZOkOi9ANAKI0es5gCkADdak2+HLt137j3s63SPnjCNROcCnZ+8rL1w/bbG1wm+jC9XIT5Enc2CFmsmI9Bm4NVBfR12BodPIHNoLFn5kCl6a7jZEZGW2yIhrbHVFdKt3wC53ojFoDXAFPD1ADJ0Amza/0Pee4BXUX1r3JPk9N577/3k9PSekARSSQNCCiGEltClSQcRRBQVREGRpljooCAiHULvvYio9F6l5lszA4hEvXof7/3u//vyvM84GebMzDnx/Pa71157bTST7Z8C+nfDg1jKHfhxkEjFRZPtKOiiX3q7CjBN5xNkOqHKJI8MubUWDfhog13PlaCr2WbkpFOwZQyB10xsYUDgNRxXGhQvBk9wOmMtClpGA0wuk4/WgMYDxAgxgi3k/tMQB2a6I8IoaNFRhARbqtaihY9RY9KZnVaRQgKAxqsywV1UBh3cCNxxUdsyMNHwJ0Z9NDbFHLgMf2uAOKAcfsVWDadD8xlGZ/oTUxEaK5SSEcbgvD1thtLiQuhcgze232tvD3n74693HFu67ZinZfmm07fWHLu2/tjtF2IaL4Q1mgU3moc4XgT0ij2X95xv2ngCLO2VbT83bfnxwcr9VzedvN/8/H8D0L9hGp98iKMW12/eed+LhfSeMxo77eXz/z1Av1xqFP15odzo7zH9rwL65dDEv6HfAH33SdOro8eu2boNfPTqxo1fr1v14dwZJR3K2nUqqx9Qt2rj0jYd8jo2FGsdrPgMc5sO6V17lPUZUK01MgYOrYhNVjr9dKOVUFjmdQY4XXvnFJQFU7IsUk1YBA2N+XpD4rgUTYsca5ceWTlF9jZVoegk0ZgJNe1r4iMDwp59wWrksPlIbbe8Dl2yW+Z7rQ720KEdrBbqB1P6DHglLy/fUN+QYrYgnbskFxe77XaqRIh43Zw2JYH6ri06dIjLzbe2aR/V0Dc/JcvWpWeBRI0Y7NTK2sSUTBOHjyjUrECU0RfSqHTUqDht++qMguKYqDi9wcI0O1gmBy0YJxrxesWsLwZ375fUpqOlS7+Q3Y+ktpS0yDV4QvzcoigKBxEr0dWtps/9pMeA/lM/md1nwNCjJ89+vmAZncvGykFQ4Ovt8kfqLAb4rha3K4XO+OwvZg8Y3i85Ky6nJL2uZ/vXJw1NyHRml7gi47lcJcKUIFavMiU7PpQQkmvVQpnywNGTnbr1srkDnkCCWG7QGJx9Bo1Mz8lfv2MXhSegCUSoyY8gtcgrQIjhAFDonkMnHa0uRGNy+LLCoqrC4k7+6LzyDoNkal+PfqM2bDsAPjq3pA1frjQ73HqrVaHTAaOZAqxWBiP8vxGDxgskPY8Uw3G8yCdDQCWzCbDPkzEFCjZbTANBzwAtXootP6jQyzVmNbwQaIgPCcKlAND4bBp8ZXG9Tfc8ew8HNDQGOHPB21LZdCKdHJUQ09C3d1ZeDgrEcJSw/2iQEEubQ5cpoPNo4dRwBK0+iq4VwBHxwJvDXbAcEib0NuAvi8+Lgf1gXIzdAx+gORQfC1vo66CkxvI64GTw5rAVK+UcqUTvdLmjY1kSGUIgwTa7uLRh4BB3XAo0pCV1PbLLO09b8N3W09dnrtpR2nvM0l0/YYBupmZc/gtA4+l3q/Zc2nuhaeXeS7O+PfDtvsvfH7r69a7zW3982OzkfwToZphuhuwX/fILAY3mNU6f6tlpLwdA/j6a/38J6IdPrtz5dcvuvSvWrxs2/rUP5ny89cCOdz6avHj14kM/7j1x7tCoCYMdAU1aru+L5ZMbBpQUVcRNn/V6n4GVNZ2z6/sUNPRrVd054cMZr9jc5NxiR3F7v9Yclplvj0pQxCar35jUQ2MKzy+J9MfyCspc4yfV5pXYuvRKsXtJqdma6ERlfIqhrlt+/8FVcamGkvYJVbUtnJF8g5FU1Nof6WS0bxeYNXtwfoHZYkUGv1o0alT7MWOqe9a3ap3vTk9RhwJsf4CZ3kIdnSACIzx/2bs7DyxPzbaOGt+598D8tGyT2SZObxGd2TJKa2QlpVlLyxMCMYrSdkmAadi6fEKrm5lX4szIVQfiaSWVJrkZUdmQQGK41QuUR+wepkJD1JmhI6w0OnXQI4a+bVVtZySCHIpL4Uvk6FJ1ZMTmsQEpOGKOVC0Hi5eRkwG/VneuAv+Y2jIhvywrtVXs1JlvtyyOTy9wOqP5chPFG2vq1FAzeMSQ7LxCKotX0q4aOu3RCWlga5U6C4JQjVa/Fpw8mVZT37Bu+47ErJZilUGiNiLhRLXZSmaiOV4akyk2KRUJo5gs/oWLv+/zyrhPv9iEEHWnf3485/Pvps9aIJDrtVZHID5Rb3FojBa5Ri9SKHgStJoSVwxWlP5PAY2adxI6b5DwbM4hoJkppBEYYQIFFxRGRXOQqVwU1rADqMVr6aGkJqBRDjzLDZ9Eg1eAomITGmELDvppmvbTIh6ofYZPks6jg1kG/wudFbFSqjEZcBur1Kt/n2aHVoJulmb3YqYdFc5BGwlsxiODz4A2QK6TS9QShBgmkIlAYNXBPuPYpbAYfKkYOjcihQz2YZvTuqC0fbvquto2le2hWQXo8yQivFY1/I8RToFPQ4SQKdCaCtVak8sDOxl5RcZIf3phWWmn+qFvfdB/3OQljYdsyQXvLVgzYNLcp+TFofyXaP5rQH+z49yOHx99/v3R1z9ZMefbffM3nVyw8UTjqbt/mjr9MoX/Qs3Q/ILwyPLz7Z+ied/Fp8ICHS+c/28D+uUBQvQHHST8Qz1+8q8B+s/UfPEqXM1Y/FR41bq7D9F6+fceNV27/eDSrbvX7j3YvGtvVeeuP1w4D4Du1KvbWx++o3Xqr9y/tGT1V/4kh0jNGDq295a9X3+9bmZpdcLEqf0S060/nts+ZdoQd4CfXWCxeYg8CZKerXV6qUZHuMEahpZgjhHGJCkS07WpWfra7qnZBeacIkv/YfmDRxXlFBuKyp3vTetli2SltEC5mVPoT8qw5ZfE5BeHPH5xcoq+uirZYaX16N5ywICilq0MH338yvtTe/bpk1NXl+qyUwpy7d06py+cPxYAPWZsZUGJKyvPXtmpRXorZ2aeyxcjAfNeUh6lN/HbludmtgzGJBjruudW1KTmFwfGTuhusNLbVCTZI3kOL0dnRVq2Nsz8ol8gMWLavJqCCqkvHtE7kGAcJzXLrNbTtCYeg0dw+qxOL2BOqzebJAolhcHmCkU8KVreE5wgbDnoqisAIBYcNDlNADJgequiLHCUGos0rzTTHWUsLE+WGagmtwJ8qESpiUvKGjR0XEpGgUCiXbZyDfx1LM7IuOR0Jnya4A7FaiqXzxAJwZcpTBaESCcx+QI5dMkpPLFMa7Ii4SShTBOb0ILBklfX9B415sNNW8+u2/xT71feUhtCCWn5YpUpp6jtD+cuaqB/7vLC+WQGuiIJPCGJTuBLmRm5iSqTNIKOpp0ZbCYQdPPxRGCxSgz8AharTSoQmkoRgSbJ4QEW4Cy8XzQXAvPIYIHBI4Pw1GYssxg9+Xkw5CUhWMlpYDE+u0SqQZMrni+UBVeGC0JziC4qxkfnWwOdwdvCUwGXAYv1fXq9NmE8tI7gfynY5BT0pmiFJngqDtoS8Nl4M4OmNhMjgLkckQCOQ5/jhZpQmNfGREDnCkrQkyMQiUqBNwCwAy+EHalaGUYm+qJDsA+gB1j3HzLYHfCxheiEcrVRT8MWFkCHFjlsCpcTTmMgFBr8jWxevyc6zuIJ8pR6jTNAFGnKGwaN/+irRZsOqQLpixuPfbfvwvoj19Yeurpq73ng74GLTfvON204egPYCtpy8s7mE7c3Hb+F0xmOf7//+t6z6KIqq/ddA/CBcYZt48lf4V8PXmp6f/6mNQcvD5gwZ8DEuat2n/v+AHrC+sO3t/3waPvpx3jJf7hCMwT/puYo/ztaf/D59umEmtX7rqzef+kFXcR0CR4b9P3e37a4Vu258odqHiTB1RzZuP7jAY0vmHIHWxIQ7PONu4+AzjcfPL5y597AkSOmzp4x8YN335/14fJ133Tu27nHq906NLT9rnHJ3AUffL50WmmHtIdNP7epSWpR4Nqxf9k3q2d+ueidz+a/MXB46etv1cxfMq5ddSC9pbq6LrZrD/ANdgB0KFaUnmVoWWC3e6n+WG5ZpW/E6+U9B2S5gmSZDolPk8WnalsV+ApKooIxarWR6gnJk9NtAOjYOGVlRWJmmnnE0Mp33+3Vrl2opmNccYkjJ8ccCvEPH1j8wfu9du/8LD/X/MnM/g4XSWNAwMtP+Whodr6/a6/CrXsWvj2lZ05rj8ujcHk0cYm2vNZRbSsT21bFZbSyWN30xHR9Wft4nYXkixamtdS9MjRv064Panv4iqpUoIrOjqgkZlK6sqomzeWVk2mI1iimcUg0NoXJYzB5LJ1Zb3PY2VwWk0fHV4/FJ0xTsdL40IWnYgVCFQZpSnZiu5oyfDL07C+n0/iIxio6dPLgsdOnO3buk1dYvXzF1l59R705afruA0c++fRThU6nt9h5Yvnw0W9SOSKZXodQgcdcjkyOhAHITKPGv3309Fmd2QmOmydWIhGMTp37hhO4LbLKajsPXrfpdEFJn0FD3z976UlhWadwKv+zBV/DCwHuVJaAzhF4gtFAmRY5WRGUML1VrbHIaTwiggUusPS1CH9MsFf/PvjqUGBI4a2BvcUCETTAHz6IR8IKOlOwODIRW5cEpyS+g4/a0bCFS5qjGRcBW5MQRMSynuEW8KHh09OJaPUStPw/PqkPGjwAKKBWopLhS6LQuWhGCpPPDcZFoYunYMBFP2EywpfxlQYlYB1OBkajaRukcAA0nCxWyoVyMVwQf05sJjcTLg4ng6DfAyYd7gJbsMboxG6xEC+DB78Cgp0+j8MbKdOo4IOEBwjGxcAJgG+VQQcn4ykfcIQu4AtVSqlaLZDJJCqVye5y+YI2byC3tBwalpKO9YU19YUde/NNgZSyTjxr9PcHLmw6fnPrD8BiAPFNEErhA5f/DNDf7LgAwN107N7OM03Hrzft+aXp+/1XAXxfrT924mbTzOU7J81dXT/ig9krdi5Yf2z6osa1B69vOXEfgN548gHQGVC44cgdgHVzNOOCc/6eruM76w4808HrzwXtTTM0P9X3+66g2ovS+bmwxuZlBP+1mqP5/yigm68uiKs5mp8J/vXpulb4abeB1I+bVq7bMGHye0NeH/3+rOnt6tq3aN2i99Ce1qAhOt194/EvJVWZrih1j0Hl5XXpHRtaDh9fV1mbNXnasMqOGX0Glm7aPnfarAHtO8S0rQx275H2+htVQ4eXFbS2t8gyVNYklJVH+0K8Vvn26ASRO8gMxPGC8fxQgqCgzNV/SKnZwQpEq+KTTXa3QKmnRiUYWpcmtMrztyuP71CdmpZkTE821XXKLChwh6I4BYWWoiLXjBkDpVIkM1OnViJtyzylZa7CIkdSmlptIMDLW7QKdOtRMvmDoV165MQla91eZVyiQyBBxwPr6rMGDCspaudtUxWyuCiJ6WqNKTw6UZqYoSxp75nycX1plTUmg5LbVtFzYFp+qT2zlbW0baLRIiRREINFBvxicshylZhICTOYNQmJMUwOlcpGJ5VAd57MRtPXaDwyV8oSqwWwlWpFuJdEy/fY1BKN0BcbCS6vtKJk5OuvGazutBYlI8dMWbJ8c78BY1k8dE2WrLycUePGdO3ZgJBITm8QCUfTwqQGjVirQSIIkaH4T+cvnbfwm8SMXIsjUF3b8OXCFUdPnq2o6q7VRyrVjrUbDlTUDHxr8vyrt5oQoqRHv1FWd2wgLiOMwtGZ3OC15y8BWBMeNjU19O0pU0ttbktyVpw3xmn1mOAhsQJDur6DXtl7eH9CWhIVLRQXBo6YiM3nxv0s7NCxann4W4vA1oHFiyI9nfNNRlPfgIP4VOnmaMZFxlanZWHL0VKwcvs0bN1CNrY4FjbiR4a7A5qBoWiYGDgLQg0sFVCLRIQBNOFdYA+JunX81tAzUBlV6BSTz3kpAACAAElEQVRBdOAOwbHOl4rxgDUIngovsoHdHaUzvC94FZVNR4hhIGyuCgGYC+TFBwPBJlfX1QLi21ZVgI9W6rUIIRx2Iqjo/G+t2QjnAMfhNNSkR4ThjQFPImJw2Ew+nyeR8GQKvkI7e8EyhMafNOOLNl1e2XbiosKd0G/8NAD0usOXt/94d8/Zh42nbn237xxYacB046k7oOaABs7iCxIubfxl0abTHy/d9cmynd/tubD52K153x2Y/NmamUu3FnYcZI7OYWtDo95fWP3KpJHvL/ty7Ul4FZAafC5qXfc/xWtzNUf2swniv9fBK/jO2gPX1u//TWsPXMF0GRfY+TUHL74o+Nf1+6+8cP5Trdl/FQQP9pKao/lfBvS/lWb3Z2rG3/9Cdx+iuoWtOnjz3kNA/L0mtPLG+RvXT579acWG1QtWLk7OSZUYROPff23MO8PX7fxm2Bt9ps1985XhdePe65tV5C1oF9W2Y3LvAeX9h9R0bWjdu39peYeE1m18Db1zWhVY45OEY15v/96UhtbFLreHkZPrqKhMTM+yJKSoYxLkWXn2mi6pPV8p7NQ9My3bpNAh4JfTs7zZuYH4ZEtkQBWfYk9Kc1rtfKuVmZxkaJXpTozV1VRnFrUOcLiIP0AHTLdp44uK4lVWRcXHCrKydbkFJo+PcezUqlCMkspEQnEWh1sGO0IZEpeszy+KJ1IQpZYUl6IxOQl1DSkfzOydW2K2uCOKy70duiT1GVSQW+zwRrPbVgfSWskruniSWwmK27sKSj0p6Ra7U0KlI1o9fI9J4KMNZoXdpWewCSIJ02LVsthkJp/MFtPwkTG+nMWTsQHNIICFTCd2+h2os8MiAzYPWugZmAU+DijJFSkOHz+7Zfvhjp37RvoTuzT0rquvBzpDtx1UUFrMEYkITAZdwCWw6QQWk8BiUzh8oUKnNDhESqNIZmRBt9kcuXXnofFvTlnx7WYEoSu1zhY57U/9cq+ufojBFqM1BxAiMNfbf+jrCo2dzVcUt636ZO682OTk1m1KEWzRbnhssM9Y3x/dggw2U3G70o/nfGJ2mVG7yqPBaQBNvHoqMBSnG3o+lkOCBj3ICJ7XjA5akhE8cIwuj0JCX/hnAjQ/L8SBZ0DDBenYQoh4YgbOekAqXBAPPoDPZfBYwM2EtJRuvXqkZWcAZIl4MgnaQoTDfdFi0AyiWCmFjxHsMLQ6aCVYoDOJALCmPMsRxG6BFt/AGxK1UWu0m3UWdL4lsBX8sj8mSiiXwqtC8bGeUCAmKQGwqzEZ8DIgWA4J3+y0G2wWfGILVoyJgcdA4ArwK1coYPG4dC6XxuEQGGxvbBJ0dz5d+l2nvsP8aQX+jKLVe37YdOzK6v3n1x+5svuXBzt/+hVgveHo9T1nH/8ZoIGwwFkg6VfrTo2aurSwbmTruuHD3v1q39kn3+8//+2OM71HT5XYElrXDtT5MwMt2s/+Zt+yrWc3H/8VyL4GW6IQXn7gQlPzMAWuZnRuBmhA8zNhtH1OZ4y8By6vx9C87uCVdYcurX2uwxdA6w5d2HDwyoYDV5/pOq7frHezBqM5mv8bgH7x5/86oME+w6tu/frwys07AGh06ammpsu37zbu3bNy/Zodh/eeunh66ZqlPV9tSCtIioy3durd9uK9k+l5wVeG13Z7pSSztaeyS4Y9wA/Eauv7tHltfK/X3+zR0Lew/5A2H3z0arfu2UDMqupQXr7FbicnJal692ldVZ2iUiMmK0OjJzkj+VGxivgUQ0m7+A51WTkFQYOZp9KydEYOUDUu2V7WvkVFdauMTK9GQ0pM0OW3DPjd0ow0Z3qaRSZD0jMUVR1iWmRps1vqiSRk67ZZ9Q1pKg2SkCS1OphiaZjFLknLiIqKtSWluvIKovUmukJDzsj2gJV2+phZ+Yb0HIUlErH7EH8ctbTS1a13Ru+BedkFFqMDuvYCfyy3qmuUL44ZkywJxsrdHrlWJyCTEaNJRaYgUjlHquDyRBSxlCGSwPeOLBDRxUquXC/S2eQml9roVCkMYo6ETmaHi1R8gDWgRyDnO/1OYAc+aQ3oDIjRWaBx0g0bPfaLhUumfvQJdITr+/Tp1b/ftJkfKfVqsIqACfiqK4watUVP4jLD6DS+UsWTKRECjcqRRIaSXd74cBKXL9ZQGEKZ0hSbkA62ViTXWtyh3Ud+/Gj2wsT0ghY57fTWUGVtnz4Dxyz5el3LvDKESHd6AxqTCbjjCfiFMoHaLIMH5ss5ZpfJ5LCgBTlZNEDb5Gnv6216fDANj2OAzcTnkuCDeABoIhbcQK10BPQStAK5AEgaQYvAK2ngs0KacxkXwBe/Ag2rHkfC1tDCb4Rga41j0Q8izno4gs9SQStjYEbY4nIkZaSB4UXHLdEmgYi5eHTaIZo0HYGeI1JIvFF+gHhmbiu91Uxi0ODBXpxlg6eIAKCB6SQGxRPyybVKBMuwBheMzyYH8gKm21VXwieW3CIdweLRaF+KzwUEA6/xODWcAzsEGgX+vgKZSKaWm+xml8/t9LpMNqvaaFTpzWaXP7OwHUJgvvXRvMiknG3HLixcu2fnmVvrjlz8/uC5Laeu7/jpTuMPN8BH7/r5/jNA39584taLgAYvDNDc/TMa3Ji/7kRV37eM0YUqb0sAX7+xH1X3et2XVsY3RM39urHH8HdktuSSrmMGvz0fXrX11MOdZ9DlZVftubJy16XmaMb1ez5e/02Hrv5eV0BA4Y0Hrr4olL+oLm04cuWZLq0/+lSwv/nQtRd0fdMzrT9047lefJ7maP6XAf0/HeK4+/CP1RzNuG7eQws933nw+Dmgbz54dPrC+Uu3b23bv+vC7cv7Th1YuWnlrIUfl9QUFHVo2blfu1CaZd6SDybPGF3TkDvyzW7j3+uVlutoX5OVlRsCfwqQVRtI1Z0yvl75YVV1stfLaF1gKymJjI0Vez28tFRzWprF4xEHg6rkVHtldVZRSYLWyABuBqJ1wIqMrChnpFquogslRJma7gnqouOsRjM3I8PRrk1SZqrbpGUq5SSHnZ2Vpe9YG90q14ROEO8Y9+lnw5wuQm6eUalG4hKkQgniipTpDCK5kkOhIXwRMTHZbjCh8ROXT1jaPraonVdrRWJSWeW1Lk9MWEpLQXwGN5TI8seyg/GCQKzYExK6/By7j2ZyEUNxCrmapNFyY2Ii5TIhm0XlC1hKlSgCs8NyJVtvEImFFJWKpzKINBaUznafwebVayxSfFVvo1OHOlMimm8LXI5Pi/dh5flR8mIlhmVaWUVte71NZ7Ab0lulz5o3B03Ri0CK2pZYXOiaIMAOdOlYAqIwa1UWM00gpPNFArmWLdLQuHKuENAs5gpVVKYICafqjDauQBpBoUs0urPXb4x4fWJcag5C4J04cz0zt7x77+HfrNpy72GTUKaRKLVYCfxwnkg85/O5NB5ZqOSoTHKZVoqaUyIaiYabOn1uQC08g8qoxE007JPQ2njoXBKciTip8ZQ7qUYKZhaf+EfjoGu2Ag2hTXoxafpFPTXsWGkOfDIhDmv84nCQJWSSsAxoFMFYdTowxWQmFZvzja7qjZnicBzHeIFTGhefhoPGRqCZAdpCSwNvSqnXKnRoDrjWrEfzcJ6V9MMD3HwZX6QUKXSqvOIC9F1TiYBgAC6VzQTvzBEJ8NCzXKvGkzrwzA2AMkZ8NEhNpFPhCAAaHgxMOkvAYQs4Kr3a4XGCzHabwWJ1+0NF5ZW9Bo1QW73uuPSSjj3O32k6dP7ut7tPrztyfvPJa5tOXAUBoDefuAGW888ADUYYBOQC4O472zR35YGiziO0gRwwywjLQBTZorMrbLE5E2csnrtsy8K1B77bg8as4WQQ0BmPX2/74RHs/A3d/E1Hrr+ga7g2HEYhu+Xgddg+x+6mw1dAW45eg84Bro3HcV2C/cYj17YevtF4BNdN0BZMGw/+LwH6dz//C4Bu7qn/2llfu30Pf9XVW3fBRz/E7PO+48cWfPP1stUrfr52btnaZQ2Duo+YOKTX0O6BVEfD4OqodGtZhyy2FJnwfn+aECmujCuvzejao+yrxdPik+w8EdKxc05qpo3JQcwWalaWMTaa53HRo4PClGR9UqLe45bo9XSVkmIx80rbpHXsVBCIMtpd8qRUL1hdgwn+16bxhAQOP5zFC0Mryfm1DpcUXtIyy5sUa8lvGRUV0EW6hJ06JQWCtJw8c2a2rqTU3aEmtry9LytbExXDa1ceY7KyIr1KNpcQFe1JSAzRmYjNLk3LcNlc/Lr6lhmtTDorUtjWXNXFW1iuGTAyvbTamFUojU3lWNwRUYmiVoWRMYnaqHg1T4qIlIg3qFTr2DqdJBT0iEUCNovB4dK1OpnXb3ZF6lRqrkxO12m44K8B0HK9QKbjKwxClUkMO1wpDZ3ijM3aSM1OMTmNABdgbk2XOkCGWCXu2qtLYdscQF6r4hSjS05iI/BCjVmNzpggEQAEcL4r4ALrGkYPr6mvzSrK7dhQ37hv//2mpo/mfGHzxFLgj0Fg09kysGP+6ERoB2QqrVpvkmu1RBb14p0bSASRI1b/fPHXAUMnBmJbnr38aPHydd+s2hyMTY4MRCNhBAKVYbDYqUwGhUPUWhUGhxYcKOAPN4B4tBf1rTw69ABY2AqwQD1sVI2JYDFfPHwMjwqMcwfdsAWSgskNI0fg5egAkUDPPwM0+lps+XB8jkkYVi8UngEPceA+HStshM79A+yiQRgymjEClwWA4mtf6a1GLNUEtd4MrLwq3BHzyOhUQ5VBgzpuYhgHbdfUaFyCgGB1BNGpMXiIAy4OyBYqhPDAOFvhHJT+BPQTAOziRAZGw8sDsdEIMQJbaouNl7KLoJJhH18mEa9yB2gm0ggRlHAWn8mXCHhivkgm1RiMVbWd7b4gtCRIBOO9mV9QxTqEJBox6ZPBb8/8asP+3WfvNv5wbc2h8wDobT/eAkMNPhrUHNDggsE+A4kWb/6p8cS9zcfuvD9vfZfB7+a077twzaHhk+ZW9RoT36qy1/B3R783582Pl7w9Z/W0RTsXbDgNvhsYjQ8VgoNuNnfxqf501szTPL8bLwgQfA04C8DFhTEXjlwDOjceuwrafBx0edOJp4Jftx69vg105CZo61FctxqP3nox1vE/GuL43c/jpif3H+Nq+nvbl/n7X+vh7wTkxbcYjl8sXPdUYJzxFwKpb99/BIC+eO3mjn37jv/4w8ETB4+fObZo1fxur9QuXzf/0JldRo80MlautlEq6rK9sarh4zt/9fW77WpTqjtnda4vCcVZOHzE6hAbLGxQy5yQxyf3+QVWKxm8c3qaKSpKIZMhSiUxJtoQF2sWSwkWqzgh0WlzypyRylCMWalhK9VcrV7o9mrtLiVPRKazEa4ggs5A7Dbgu4PPQXyRWpmUrNXQ35jQPTFZYXVSOnVND8VKfAFObr7d7qS0r07q0j1PpaEXlWSKJRyxhO+OtAmETLWGx+Ehbq+4XUViToErNklcWRvo0CUQnUyx+RB/PCk+nZeSpVQawJohGiORTEcYHLT4BpmB6E18X8DidBpFQm4YgpiM+vAIxB1pGTtu6Nhxr5rMUjIFWiOZwShWaHh8KZ3BI9C58NWlCGRgsuC7SjE5VCmZcRwRQ22Ul1e3C8T4lTpV7/594tPiOjXUfLl0Tm1De7tfi1ARvUMaRkWYQhqww+X3as3m/JKiPYcOmByW9ds3O6P8s+d/der8uVWbNk+eMXPY62/2Hjiiz6DR33zfuPDrtT9dvDn3qyUfzpiLRJBjElNYAoFILQNHmZLd6oezVy9ef7R19w+Lljdu3/vjilXbdu07eeDoD0abMxAbCyiPTUxC7blBanCgA5jARLlOHpMcY/c40ciGmA/Awv0pCyuuDzwFrsFzItjEE3zuH4Itc15eUw6kAyxiaXlhQFI0GI2mT/xpiONpih7mxOFXPC0P7sKX8chY2Wg0JI2WJ42AjwXoj6+VDg+Gmmi0aBEDDDWc4IvxCRUCPJyN3hSrzgHkhXeR0zpPY0IH+oDmGpMBSErnMinoZEg0ioIndKMBGQ4Vrg+gx2PcUrUcbkGgkeATQEMoLAbAGnAMFMbLcQCj8TmEQGfYgrnGYQ3NEvBdrJBwRRyUy3IxV8SjcxhSpcLl9dC5XBKdlVNcZnB6WxSWvTEZeqjdWQpzQn7FO/OW7zt/d8eZ66v3/bTjx5sHLz7c9sP1raeAp+CXb/4G6KO3Nxy5NWnu2g2Hb+4/17Th8PXNh29sOnxt7je7x0z+auQ7n89YuFloiuk6+K0VW06MnDSnTefBnyzetGrnL8u3/rys8aeVO8/DC7ee/HXL8buws/HIrT8UEP8F3XpBN5/q+PWn2+PXG49htMWBi+1sfaZtx69tBZ24suV3urbt2I3tR2/h2nYM121Q82HDtftvwBbD8eXmWwzHF5tv/xmg4efh40eoHmE7/+X2EYrplxH854KTHz76nfAjgPsHT5pwAYIfvKCHT5ru3n8CB0HX7/9649490IUrV3/4+fTDJ/emzZiUlRM3buKAZStnj57Qr0vv4v7D2kYnS7RWwug3ukQnqdJaWlOzLUNH1VocQuAsyGwT601cnZFntkkdblVUjC47x1tcFp9bEExKtQSjNG6P3GITKNU0tY5pc0qckXKrU+T2KeAKAMTyytxQjFUsowKsDWYRuvgpFYEdm13O5iAM1AgrBUKyySzu0rUsrzA+LsVS0Da+umteSXlSVILOYOOgs0hsUrVOzBOyuHwOm8shEgHxZImUL5UyzVY+i4XExWlKy6LaVwS7dU8y2ZCYJE5sEnR4iXoLJTIkMdnYMhVRq2eZrBIGCxGKaWqtSA5fexoBLqLWyPkCNoUakZmVygRnRwvXaKUcLlWlFhPJiNGMAtEZaQxHS+LJiFSEL6ZoDEJfyJLaImrIiD49+tSGEZDRY4cePXGwoCjH4jS17VAKWHSHHCIVP4KOGm1rpAUfPITvPDx0QmpGy/yi2KSMizfunb54eePuvUPHvbFg5arkVvmffLlwxPhJC1es2X7g+Nlrd7ftP3YLGuMnTYdPnyOxRSqLzer1AJJ69B1w7tLta7eaGrcfGzB4wrmLD4+euNS44/CUaTNaFRZCZx8YGk5FQxN0PklhEFsi9Xq7RqwWsEUscM1gJ+FJWAKewWYBH4qCj4jQeGQqlwAPjNtbfFgPvQKPhmd6vCDcNaNbKraiCh5xxtPyYAfugtMWizOgg4Q2j5WBLcUCx+EINAnPbTVOcKAwdDKUBiUako5A2YpHM/ATKFjCNYpdbJwT/hWf1QJvhAOUxAwvHhXBBgN+WxsXH+TE3w6mp9MRnwuYC2gGCoOVxsv/M3jQJEuVer3eik4XgstihZOo8GzwACKFRG3USlQKPHht97itbic4cYvLgRCJRrtdZTYJFCpvTFwwIWn0W+92HTicqTKV1/dft/fUkYu/bjlyft9Pt7afuLzvl9uNxy8eufRo4cajAEQwy8PfXfztzktT5q0trn31y1X75q3cOXjCJ1M/X329qemDeau3HLoUTG87Z+m2ivqRxy486TbozYXf733r48W1/Sa8M+fbNXvPbT1+Y/XuX1ZsO71h/8WdJ4GJN1BW/m3tPHHrmfD9G0919Bqmpzvbj/0mYPRTTL+gLYevbzl8o7k27L+C6+lg49NMjyur8Ukuf3v7jwH98qzDv/wBTP83AP3ixEVMKOifAfox6H7TczU9eIwC+s7Dh7fu37t85+b1+3cfNTU9anq8/+CeH38+um//hg2bFs79/G3gg9Mn7dqrsLjcV9M1oVN9Wlq2obDM37ErmlfXvkNaYqojLtERjLa4vWqTVaTSssRSBk9AMlqETo/MG1R7g0pfSOOP0joipRo9q1VejNurVKgZZpswPcvbpj1cwcbiITIlTaqg05gol4USMojJDoPr2Bxqj8+k1YsCIZvXD/1/gcdn0RhE7TrkJ2Z5tHa+WEs1OITukM7iVsu1QqVGqlTLzFYLSCKRcDgskZgnkbEjwpFgULVw/pS6TtkZqRqFEowwobwiaLCQ45NNJW2T07N9GgNdoaHaHTJoDCI9Vq/PCVwGwQ5IJOYKhGy+gIWEITK5UKtTOF0WOKLRym12PZtLcnsMVruGxSHSmUhmdnw49Po54UOG9YI+ARBh7mcftq8sCkVFRhCQeV/OGf/2a4BCwE2n+lqgHtjPvJI8II4t0pGUkXLuyiWV3oQQKFUd67s2DJw+e74nJjmQlDZr/uKY9Cy6SLb90DGWVJ1V1LZ1RcdrD9AB3knTZ914iO6s3LBDa3MjJCK4YySMePXmwys3Ht970PTxzEV0lpJIFVKZIjBxQBlAGyCVI2ESmWiNUKGSA1u2mIYnCCr0CoVOhWY+REQg4VisA96RiC5W84DmBEbY83FCHNDAU3wdwj8TnpBHwKafoLkZESislQYFkNFg16NQjkAj+3AOGj/BfPrzSPdzxNOw6eDwKvxeBCwdOwxL3yZgednY86CTD/FxPwArWGBo89CoRQQ6IR4oabSbsQJMT5ch/yNAvyQyXsIfL2IHIMbSM2RStbque4/itu1hB46jdfXQmTtoCB7oDC572JhRSr22S496b1TQFulCVxgIR5Iy0gD0cL7T5yHSqQqd5t3p08ZOnjrqnff7jZpw4V7T1qNnd526cuT8vZVbj2w9fmHO1xt3nr7x462mr7edee3D5d2GfjzuwxWD35j16fLGYRNnJuRUEYXGE5cfTf/y+21HL5d3G75+79k1u35ZtuFYbd9xhdWvFFb3JYusSQW1r4ydtmzT0X0/3Tvwy/3dp28DOrceuYIz9Ble/2vtPn7jD7XjyNWXtO3ob9p67Pc6ioeq8Zj17/Qc0C8KA/SzKYh/T/+pgP71ySNMT27c+fVXbHHYhxiy7zy5f+PuzSs3L2/c8v2ufRvWrPvqqwVTlq34aMHSyf2HVCdmGHv2zy0u937y6fCUTEMoXpyZa3vvw1cYXERrZCnUNImcIlfRtQY2mGiVBoDIEMvIIilBKImQqchWhzgYbYj0AXP4XEEYcNwbMIDXpkJ3mQZopjjcqAdPTPH4gxa5kq3RCUwWmVBMjSCio/AAZUCe3ihJSYt2ug2uSGOk30RkIEaXNLVVKDk7oLeLqBwwXGEiBYfBJrG5DLFUJJGJGUwK0JBGj5DImBvWz+/cOVerJtV2zKipip/4Vq3HS0pMlspUSFKatbAk3h4pJdMRsYxotclEIprRpMJB7I60wQ5IqZJweQycyEXFefBPcDA+IYrHZ8IOl08hUZABg3rAA0fHRlJoSEZmbCjarlRzBSJKTl4KgxXWp19XkZhtseoJZOhuIzEpISCLWCXCp1TAd9sddJ+/dh76yJu2b124fPnx0z/P/mzRgiWrv1zyLTCXK1cOGDm6pKoDTSAqqqhCIijFFTVA5Plfr7r9uOnS7Ye/NqHblkXt2BIlSywKxsXpzLYhI1/fvO1gXuvK8RM/jEnIYvHknmAM2OfUrHST0yhQsHkyukjFlumEXCmDwgkjs9HFUHgyNl/GB9cJKIHePZlJB8zBEb6cA/+KRiRY6AzvFxIh0JE9PHn5D4UFr1HEwz5fxsOjInAdaKIQbAFDgDJs4Qrh2OKz+MRCPHUPj1DDCbjjhh18xiYe/kZjIMSngMaRDZ6dxgU7z5NqpIVlRdGJsUq9GptSyAC2YkvN/laeFKcz/l7wt/NHQuv3w18WeMrkc+Ei0G4BoLlicXRCcjA2AW3ASAQ0Lxt9g0SJWkLngtcgBGKjwXdHBv1vTX53/NsT4Vc83wMuhZfHA0Nd262L0eWMy85Jzi8+een2svU7z1x/vPvkxRWNh5dvOrBo/Z4bTU3HrjxZs/eX3T/e2/Pjw92nn3y/+9Ib05bsPnWj76gpPJ1X60leufXopJmLZy7aMGPBBgD01M++r3/13UmfLB856dPlGw8PmTBj5pLNK7ae3HHyBormE9dBu07eBP1TQO86dv0P9U8BvfHAy4kfT9M/mtH5fwnQD//Jz4NHD/9RWh6c/ODh76qbYnqM6hmg7z9+dO/xQ9DdRw9AcBAs8417ty7dvHTz0a0r966ePHP8wLE9U6dP/HzBhzNmjuvzSpter5R8tXjSqvWzJ7zb2+iI0JiRqk5JOa3d1XXJPfrlzV/61pg3ukT65QBlADFIY2BaHEKzTawzCsACi6QkgZgAW+CyN6ALRpsifTqQ1a4USWjgLsEya/Rodp1ax2aw0WJGYikdjLNUztQbxSCLTQFstTs1THY4HnAQiOgGk1yu5gbjnTq7hCsjc6QEkYoqUtIFcjpPwgBAk6jhOFJJ8GWE7zMnwmyTGgwMn0/cvWsBk4EkxcuCIfaAgXmdOidFxysC0Sq7W8QTIzQWYjDzXG6tUEj1+uwE4lMumy06vUFlNGmsNkNMbGDhoi8KW+dsaVwfFo4cOLibyaI4nOb+A3qKJEx4tth4r1ItYLCgVUBTweDuNbWlMXFuMNSlZfmBYCSJHK5QSZU6eW5JSzCDdq8NUMKVcIEpgTg0wQNwM+n9yV8sWrTy+/Ufz/4cWt+StjV3HzfNXbh47/GTpy9ehnd14dadq/cezV2w9PSFq7UNfX68eA3ofPDULyyxqnHvka17D7AE6GRokVzF5Im27NhnsvlatCzq3qt/YWm7UHw8OEogGhhnlojMlpCpvDCplofDmiulMQRkNOSCltoI05h0cDL06LFxNmzSBycCvDaV+9t63rh1xQ1vczTjQtBcZtTq4uN4dEC0hAMtxPebVsemxOB4dQddWfmZAF/8mk/jFViMmIYtkwhCsAw/2BHI+cBrPPEjDCsJggsuFU4NB/sMzQkasI5AwMwG46Kw5Dk14BIwDUewid1P0fwioJs/OSYivH08YQM+CrTMKToPhY8QiXqLvbpTF7vHA8AF/oqUIvDmYhVaawmsMTQGQGe4o8qg+2rJor6DBqAp1Vi9f08oABfRWUxwUKBUKGzOnsNG22OSv9m0a8PeE5cfNO07c2PqvG8GjJ+66/TV2cs2Lt18GEz0njMPth67O2H610l5Hbcfv9S6ps/5X5tcCbnt64fU9R+b1aaLK74QIckrG8YsWXcE6Nyp33iEqvh8xfaz95pAJ640AZrX7z+36dBFsM+Nhy//U0D/mbYfvvKS4PrP1Xj09zpybcP+y81B/Gf6/zKg0dDzM0ADl+88vH/7wa+gew8fnLt8ftX6VUu+XXji3NH7TXfvN9369cn1i1dPvj15aFVNRodO6a0KXdGJ8spOaVNnDGlV6Jg1b2RNl/RO3TOHjGrfZ2BrbxRv0vv9Bg2tqeqYk5Bitzj4WiMNjxJgaCYpNWy1jgsUFsuogGyXR+MLmB0uDQBXJKEDuVQavlLNA/Jq9cKkFH+k1wB+U6HiKFRcGgPhCcjRsS6zVaHRCcVSBjhoJpsglXMysxPVOnF6y3ijS8kQElhigkzLBvFlNJaAotJK+CJmOBGd7GeyyNVaPrh7p0fWs2dJZpaNRETGjK4dO7p6+kf9QlFwIyQ71xnplzo9kmCswR/S+YL6UMju9VoAzTm5mVqdAijs87uIQKtw5P2p75S1ac0XsNq2K963f+ehw3uTkmNT0xJMZq1CKWSxyWCQ09LjM7OSWRwiANoftAKaoZEIRjkTkgL+gBMuK5EKwOMTqOFj3xodGXI/DZhGIDqrbsf+HVfvXB04fCBCjChq2/bj2Z/u2n/03KXb2XnFZrcXIVPvPmlCwgmjJ0z0RMfq7a749MwOXesHDB+179jJVesbCXTumQvXNu3Yd/n2PYARFngVeEKhAUOGf75gyZJvvt1/9CjwxRfjK6loXVqZH0pyS7QsvoKsNPH5CjpfzgArLVAwqdxwYLdUK/LFePGwA+AGeAdIRZfpkjGxkvxoyPi5fcYBB0eaoe03QOPnww6ep+H0O9pUlaFHiGgFD41Z/fSjIKNxD/yCBKzEx/NhQ3gAHOWUZ3MOcbbiVyZhwRb0IqihDqfz6NDyhVMINA6alyLTKBLSUqIS4tBpfr+vfocLv1Qz7/zUQfMkAjzBGWwyXllUolKhwZ8IUlR8El8qhT8ZMJoj5gCdoWGAVs3ucbOxRbDiUpKkauWcL+bhK7PQuWyU3RFhWrMxvWUWMDqUlCgxmTVu//ZjP85cuOLS/abGQz/OWrJm2ca9h8/dHfnerIHjP9x67PKISfPadh21fNMPQyd+9sG81eVdBjljWqbkVVZ0G8yS2z9fudUanSW1xO8/c6/PqA+nzlvz2Yodoyd/fv5+07JNh7/8bs83jSc2HrwAJnr/z78e+OU+GNtV2374twC97dDllwT0f64tR36vw1f/zwH65SjGX/78iyEOHNBA518fPcTpfPPXu6B9h/evXv/dsLGvdunVcfInb8+aP33omH51DeVbd62YPG1YVcfU/CJ3UVt/XrG7olPyyHF1admmuvqssoq40eM7+2NEw8ZU1nRJLW4X6tKQX1gS749Sq3RksQKRqhCllqLWMQHQAEcgr1BMhd49T0BSaXgmiwz6/k63zuu36gxSwBkAKzwC8fgsQG2ZggUn2xyqYJTdalclpwaHDu8jEFG5fBIwGmANDjoU7arv0dEXtKuNUqNT5Y9zxqR6zS4Vgx9BYSEiBUck5QjELCojDFx2dJxdZ+RQmegqKuCm4xNU9d1z42IVdR2TQyFuVVWMRIbozSS1gRSfbGldlhybYIcWxWiUBwJOoDCbQ5PJhU6XJRjywDY6xl9Q2OrjGR809OjicltP/XAUzHVlVduJb41rkZnicBoLCrNzcjOkMt7Pv5xs2661O9ICbxYMtc2h7t23CzyAQimm0ohpaSngpuOSYwaOeMXmsVojLWi0V68A52VymmweW4cuHTJaZaZkZnTq1vDT+cvnr9w6c+5K4559XJn0/RkzvTFxFA4PIVHUZmtCRuaUj2fW9+svVuvaVHd8f8asD2bOWb1x27Z9BxB0ZUInGgmNCBMpZKs3rIP/E+BgUbvWwQSfRIOutsUQIuha5mKEK4/gSEkMARFE5xNILLT8f0Zu8qCR/aOTojhidgS2uKrDb9XbNUBnBFtFEHevuH3GAUfCxvH+UABZQCoZmxaI74NfruxU0bFbDdCZ8WzhK7VJhc8gxyPOONkJ2CqFWNk5OlwBj4EQsegEfnd8ijl+dzyQggW70Uw7aKWsbjtIrlU+TbTAcj+eV797jukXfXQzUQDxaGiCEI4nU2OlR+OAy0abc/DwUW0qKzUmAwCawWcAoMFHG+1moHl0YjxfKvZGBaFd1FvNwGIw1M9XODQ5bPV9esFxGp+HUKgFVTWJua3X7j40d+l3q7YeWL/vhznL1gkMvkVrdw+d+HEos23dgAn5Vf3tsUU55X3Ku7yanFthCaQbPMkJLdvNXrS25/C3wUH3HTWlXddh3+34qUPvccDid+eseGP6gureo5dvPrZ61xnwzpsPX9p56ubBsw+A48/H8ZoD98/UPJSBa+vBSy9py6HfBDf9nQ5d+T8X4niZwX/5gwP67zP6rwENwgENdL51/96Ne3eu3735+YJ5n341q8/ghs49q+cumrFqy9IpH70x/PU+r0/se/zMuj0HFg4YUpSZZ3QFGAYHOamFMTIgpLGRrFxXv0FtwVaPeaN25rxhVjfVGxLbXHy1niKWo2UudGayyysOxuihb63WCsALgxFmc0lgk6VydPwwMdkPqFWo+BarFtxoVna6TC4SibkiCXo+LrmSQ2eiUV0At9tjAu/pC9gCIQcwHRSX4GNxSVWd2hqdGnykXq7lm51qnUWmMkjItDAOn0KkIjwR2RkpF8nCWHwkPlVb2No3+NW2+XmRgwe3iY8R22yE+HhxQWuXUIqoDYRgjBoctFrHFkloarVYpZQMGNgnEIxMSIz2+lDbGxsXXLZ84cZNa3r17k6lEcBTn/npZI+eXckUNJwiFHFgW9OxAs4fMfLVr79ZPOa1odEx3tT0mLyCjCPHdkMjBAbcYtWHonwREWHrNqwNxQVXb/wOrCIAyOgwasxgqZCP534EZIlKjOKK0dXtPvtq4T1snGDz9t17Dh0aMmoElc3misUGmy0QGztg6FBwcG5/qLxDh3ZVNVyRFCGQ125q3L7nwP2mppGvjwaQKQ1KV8BlcaOl/fNKcidOecPkUlu9WmdQa/HKhGoSTYAozYyYNDv4aCovjMJFWGISU0QUKlnx6cFufTp9NHdqWqtkNOJBQFe0ovNJKpPU7jPhFfcJWEF9EhbfALrhbvoPhceUiRjQcfgK5HxgNNAfwQraAZ2hDQDPjh5BqzOjlYzIWIoI/CscxGasYDO/SU8nl+MBaPzKz/MxsEAKEDwMT7PDHTQ6wkkM84QCwbgY4KxAJsJrcbzIaLyBoWETGpuJBi/Hpw4abBawxrDfuk0bq9st1+ijE5K1ZjMc4UlE4NwB0KiJ1irBaKN1PIgRQOfuvXvCCTFJCeCaAdC+6BCQGsEmIlpcDoFSITWbw7mCvIpqqkSp80T1Gvb6yi37VmzeX95lYK+hExsPnu084HWEJB075cuN+88bfBkkvr5dXb+vVmxW26NllkCX/qNr+oycvXRDRf3w8R98Ne7DBTOXbJbYEuav2T9x5pKrTU2nbzSdutYE3nnToYuA6e0nru/78S7onwK6eSjjaUDjHwJ60+Frz2cPvqgXkjd+p/9zgP5HmXZ/B9D3Hj7A7fP1u7ev3blx+/7NQyf2wDdQ75AnZEUVVbXKyI3OKojOzPW2yHUEY/ldGtI/nT+ipmuyyUWtqstIzrB06prXtiLVE5TsOrBo3Nt1GTmGmGRJerYtLcuemGoJxancfoHTy/OGpKFYndkGMBUDlAUiukzB1RslKg0fYA1uGsyyzaF1uc0JiTEKhQxBEJFIAAbT40NZDP7aYJKDWRZLwVAz4OXRsZGwQ2eGK9UClUYY6TWbbWqzU8+Xc1giusIg1phkAhmLJ2Eo9VKekKHUCOnsMAYHMVi4Cm1EME429s06q51UUuZLT9enpWlyss2BALemJjEmTpycrotP0Tk9Io4Q4fDDAyFbfHxAIuYBT0vLCgHEDqf5k5nTprw/qX1F2dQP3gUQd6yt/PKrT2l0YlZ2Wpu2RWCutToFEDyCgICzBoJPnvI2h0tPSo4lEBG8lyAUsbJbpsM1+XyuQqGQK2UKrdzhs0O/PqlFIoYbNJMB7dGTEdgBQhW3KwXO5hQW7zl4dOanX4iVSuibg+eq6VKXlZcDXgxIPWvep6Xt26dlZ576+ed3pk5tVVgI4B42ZkwYmQhQtnnNBocWB+uKtUvhLsPHDbD7tY6gKirFmp7nj2/h0Dt5fBXCV4aLNXTw1CwxQW7gizVsnNQ6m1ys5iAUNO6sNstkOiFLRKXxiOgik1IuPr074tl0EhymzdGMC48+h2ErmAgVgqeDhFhFafC/gTg/tFWwA9wnY+OBdKzOHB67wAPWWIkP1E3jrTJutNFfsRFC3GjjhpeErTUOHymANYwcgeVvIEQ6GZysy+/FqjajFezg5XDNlwDNwErrNRMDAK02wt8lzBbpAryCX67q1MkbFaXQGugcPoPHS26RHoqPBa8tVAgB0AqdCrw2HAGzXF1XC84d+jFYtqKuoLQYazAiEtNT0SQZQjiRxSQJBFytVmAwqF0eoz963NQZYyd/ghC4Mxd8P2zC9EkfL2wYPGHQ2KmvTphu8qV5E/PMvuRBr71nD6W3KutIEek/+GxZTvuuiXkV7sS8d2ctHzPli0PnHnYaMOHrxhMfLVpX1Wf0vJU7V+04jcc3QHt+vLPpwIWVjSf/LUA3Hrj4kjYf/E3QKvxOBy9vPoKmbzdXczSD1h74nwf0P/p53IROPsTZ+lx4/nJzOv81oB81NV2/fedhE5D6CXhnuM7PF89PeGcidLEXLv/8lyunt+xZ8+7Hb1Z0LYlNdblD6uRMa0lFdG3XlMxcnTWSJNchYJ8dPkFMgvGdKUO+/X5ufa8SnYVU3TnRH8tr3dbjj5ZW1bYYOKRDbddWsD9ybB1PjOS1jklO84EbFUvpGp0QoCyS0K12lUTG4PKJSSl+gwnNIBaKuBwOSy5XSqVSJosCRObx6WC3xRIOX0hjYqWISBQE9nFkc3hkHNA2p44vZROZ4QwBNSU7saZLpdNnhS+qUM51eSzwfz9fTJ03/4P6XmXwMJ4Qd+qMV6Ji+ClpyoqKmLq61IJce2qqNi/PWVIaoDAQf4wkFKvxBNVur5ZMRdwu65LF81d997VEygcE5+RmLlr85fETh3r26gbeORTlBTssV4gEQjZY7CVL5/fuUw9HkpLjoCvQqa5DTm5WSmqC3oAmgRw7fhBOmDlrekaLZDgnLj6KSIwAQAtEwmGjh0IHHxgNMIIesdllBkIBKUxOI4AmuyAb/w6bHA4kgpyY1qK+V89N2zZn5WYzeSyHx4mmAUjEg4e/qjebituWfDJn9tadO07//BNsLQ67WCGS6yX+ODfAVG9X0fmEqORIQFhips8ZUrujNY6g3OIT2oMSV7Tc6BZIdFSFiUVgIlQeIlTROVKSyiwwRyo5UgrAWqBkcCRUhoBI5YbjCwyC8Kw4ICYJi/ziPIUjQNLCNgVxqbFwArCPL+OhhhfzvAhWAgm33gBHwDSOXRoWSsZjFABKBpbRAUfw09giFs5rElYnD0fw83AK3kLgCXN4OwFnskVsjpiDJkqjt0azLwDT2OxwAh6jyGiV2bVXV3DrRGwiDAOrEIs3IUystB4u+rOiqdiCNYg74ANAG+3Wb1avGv/2RKFcnpCWxuKLwIxwRCLwxWwhH1AOrQL8QSksGsAX2lQwzuCa8eQN+BWtwS0R4YvMKnQaPEhN5bGFBi3CZkmtVoRMUzo8w9+a0n/UWz0Gj4ttUZpZ1PH4uXsDRr/33ieLfrj8KLZFMULkd2gYlJBdwlPZFFYvXWpgKy2RSTkNQ9/MaV+fVdZt4doDH365pm7gmwvWHmg8fnn1nh8//WY7HFy968y249f2nrm776d7u0/d2nH8+r8F6Ob660HCjYeubjx47W9q/SG0PN6L5Zn+S/3HAPr+4yfXbt1+8OQxkBoc9P2mx4dPHh8xdtTYCWOWr1q8tnHVmi0rNuxaPWfR9H5DOreraam30dXm8OQMVX3vrNxiR0l5FFOAZOUFfCFNdJxZpWV07t66uF30ui0z+73aWm+NGDSsMr8o+r2pQ0aM6QoOumuPvOgETaRfbnPK8lunvDqsoaFXlcOloTMRtY7rD5kMZkF8EphkEbhpICCDQSMSyWCiJVKBSi0GQFOoYUzwUNDnFVCBy0Yz+E2eQsXXGaROtyElLTo5NUpvUtI5VIvbLNfJ8IAj/CpWCB0eWzgRkauEMhXH5VNLFBExSaqc1k6lAQE6F5W4KyqiUlOVVhPR6+UkJirdkazoeJnVzdSbGVaXWKnmAkapFILVYqLRSRarXqmSNPTo0u+VnhqtfNfurdM/er9rt9rXxo5Y/vWiOXNnBEMelVpa3r7021XLqzu0T09PHTVqRE5Oy759e+/Zu+PVIQMGDe5X07EC3iaY8VCUD96m2+2eOXN21+7dJr77Jjw/ACWvJLe6czUYXujyJ6THO/0Om8fae2BvIEjvAX0//OTjvgNffeu994lUitlhGTJyqBwrn+SLQjvIJrtZa9J9uegLEp187fZVi9O899CeMBICn0NBm1YDR/biyxkGJxpFyStLn7d4emSMNiM/EJVq1DnZQk24wkx1RSlDyRZ/glGoJrMlEVqb0OiSAqDZEqJUx2aJw+UGrkTLEihpAGuWiIyJyhaj3MRJinphbNyPhpU6gj8HdAvgvSBY8hwADsEKLQGpgXc4Z/FkZ9wL4wYWpy0RG2zEIYvvMLDEO3g5nsIBO3h45CVG45FoGhYVIaH1m7AZ9lh+HoASW12QwuCx0Bw7rMic1qz3x/rxBbdoWHYgGQtA49F2EhaxwfsE1Kd1vdEaHWh+HiHc6fPklxSBX9ZbrVK1GtpOvcUeGQxa3U64Pph3hV4Bb1AgE4FlBgnlUnxtWQaPAwJA86ViGraSllyLZk9Dd4clFsisJpKIr/d5mUql0uEuqe1a2b3f+Cmz0gsqx0/5tKB9/fVHTbuOnS+s6JpZVCXU2fWR0QiRpbT5EKYoJrOAJFBGZbW2RKW7EnJMwYyR7342+dNvx01buGzzse92n9564so3jSeAzpsPX9r1wy0ANDjonSdubDt69T8C0KD/AEDjak7nvwb03QcPb96999xBP2h6cub82S8Xz1+0fOFHs6YNf33I21Pf+GzJrOFvDCooy8gujM0viSkuj2mZZ6vsGDfzsxFmB6OgNN7pVeTkx2v0vI51RRnZvupOGXEpihmfDmlfEw+u2e2TrF437613B8WnGFw+YU5BsHvPUq2RZXdJdUaeRs/xhwyhGLPexJUoiGXl6S2yA2odG7BMo0ew2DQej6fX60nkcAAZAFGhFKs1EoGQyWAShSKWXCEAXrM5FJmcb7IoQ9Eur98qELNqOle/9uaYV4b0i02JUenBMQrJDBJ8/ZRqWSDKQyAjnoBh1NiGkvKY2GR5m6qgx0cvLHJUVkUlJkp9keziokCH6pSkZG23Hq3iU9VR8eqYRItWL4QHUKsUYQgilvDBJsfEBvr269Gteycandi5S01KajyQuqxN63HjR9d2qoIWc/eebRcu/gyWOTExHt5FfX29w+FgMpn5+bkikQBMdHpGssmsMxg1Pr+bz+ebTBaFXJOUnJqZ0+LT+XO/WPyFwwceGYGWxhvtAd5xJGiNCyzDFw0CAE3YQiESERFGJPAEXJUGehIKOpNisRlT0hIRNI2PrtLKPpn1EZtH15vUDDYljICkZSd5Y+x1PdsjVCQu3ZvdOiE23VlcmZGY5WoY2K6kOtkbr5QaSBIdWe8U6BwCqY4p0lC48giVhWP2SJUmrtzAhoNohNrElelZYg2dr6ByZVSuFC2pypejwAXhgQ4ssy0MYArIw201GlJA695x0X10Go4KH1TEOSjVSEIJQXi/OMHJz3L1CC8kJuOIxE00XAefnALoxyn/UlwCf8lzQKPGmYDO3qbz0NWtwikEIvwXLduEjhCCANkEOhp1oWBLBMCz4cETNI0PnZqIBlVo2EIE0CQYHYZgfNAW6YAXqo36qk4dyyrKE9JSPKGQRKUKJ9OMNidPIgFzjSbwmdTg39HldZRoWTugMyAY7gt/R3z9WbycP/Aa3LRYKcdT9/gKKVcjR4jhCINKEgnlVofK7glnS1S2oFTnMboSc0s7i9SuzMIKizeuoF1HlcWTlFPMURolRqfRG8PXWbNKqz5asOLzlZvHTJ4zcNwHs5c1ApG/23VmxbZTc75pBBO9/cR1PAka0AwCTIN9/n8R0JsOXt108Nrf1H8SoJvn2P11mh2WwoHS+ebdO+evXsYvcunGtUdNj4+eOvL16uWrNqyYt3Ruu04l8Wn+uh5tp348uqFfUX2v3B598n3R4s/nv5OeHSwqy5IpWMmpAbmKue/QGqONtmbTjMI2kUDwxV9PHTik45ARXQWSsBYtvRJFmFJLSc+KTMt019Tl5rWO8wbVMQlmu1sklCJgVO1ugdZIc0RKzTYxmgankVEoJKFQSKURpTKBTC4US3gAZQA0h0tVKIXgqbHJHVqny6TVS8BTg48227RMHp0r4eqs2uTMpJJ2xZk5WVaXTaaW2xxWIJRCLWqZl1DSNrl7r4JPv3rNGkniCRCLLTwuXujzMZ02akK8OiVZrzcQYxLkgVixNyRVG5hUOsLjMw16LTDabNEbTZqhwwb26dtQUdkm0mPPbpmem5fVrrzkxMnDEQTk1A9Hu3TtuG//zpmzpp+/8PPhwwc7duz45ptvfvjhhxUVFQaDwel07tixraGhO4/PojPIv/zy08qVq87+crHpSdPRY6c6dqkNxPn/H/beA7yqatv7Xtm977V777337PTeExKSQEINJfQgHSlKL6J4FEQQVBBQQQ4WBAWUKgiIdAg19N4hgCg175h7gccLlnvue+/3vc89Zz/jWc/M2iVrrb3Xb/7nmGOOobVovREv0AeJSgqmsSiBzijfv4AJUhqN0/nsWIGlOAaLnpqeAoxQqkHpKwH9bq8jEPbAyeYWpJNpWHyiH56NT/SqtCA743zx5mCylSejsMWYI6RiSzASF+s9pLqyJi2/IhhO1zkjMk9U64k3gEamcBGIOVKMIcRkBqYzpA2nWYHUQjVZaebIjSyxloYrKDwZDcVNg/6TP/ERE3xkx3LCAUm1Fg1ADRqEIwK6GeQJoSIFDQ3iNWBWj6VF28qq9i3dIdfzWpgwbixfEiMWugdtkORqk8pg1xNO4WcYTRiho2MHhoI0eIBBlZhYAQiXF6Q0QUNQrKggCwV5rglPC3LOxCIdicMgugTCxSHToljD4opijBoHbOWKBIDmbr17Of1eKpudnpu7dMW3WByFzGT2HTwQFXSnomIuMq1MKBcDhUEmwxYwrdRrFToNEJnYA9QWyqXAaKJullAlx/gshkIkNhuoEiFGozOl6qyy6rfnfhqfXlrZ7oUps/6utoQxMr/+2HmlyckSKVMLSuGHMuGtd2Vmd0pxBcbEN+xr+OSbjT8cunDk8v0DF+792HCj/vz9dXvOLVq9Y/eZO4RqBkDvOH4LSI2s4eZ/wcXxfDjdH9mfh9n9G9BPAB1bwA0veHDj9q3LN68TH3I/JqgvXbt66PiRg8cPLlvzVefenaraNZ/5wZvTZo7p1b/ihf7Nu9cVjXuld5v2BYeO7ixvUVjRolCtFYwY1d8bUI+e0LXPoNJuL+Ss2zRv6vThvfu1HjK8O8jkoS91S0ix+IJobXd8kq51TVp5VUJ6jjW7wGn38AVSzOHl2TxsoQxz+yV8EboleDgVtLPTaTeatHqDmsOlA3roDBKAErRqNCEImAYFDfLZYFRKZByRhKXSCKUKXKaWxByIZLgftCYdoJkvEpLpNBKF7Au4hRIenY3NfH9C115FNV3SSlu6ymI1BDKz5NnZGo+TLZNiEjEmEmNyNehNM4wD4PBUGpRiSSIWxkdCdoc5vyArGPKAprY7TKCg+/brBQr6uw2r+/Wvc7mtFCoGfV91qwpQ0D16dvnqq68aG283NTV9/vkSAHF9ff3AgQOLiwu/+WbF5s3ft2xZ+fjxwxMnTm3ftvvO7Xuff7FMbdAAnuBOJjJ5ZhVm2v0WGJUD+4ilekR4A4Cjrn/f3MICrx8Fk5DIaO0MSPvUtARoMJhx0JlxeORI1A29F1ycl0b0Ax5pjSKZjgWKuLhFOleGgY4OpRoLKiPOiESkxSR6DOSzxSdNyHRnFSdFUr16uwLJZAMDV5KEaoreKQQ624MKZ1ihMLGkejqQGj6HJXpS/BsV8I6FNxATdIT7AvgIOIOd0GvCgIBwDbNjlavgRACmRNEswqEBLwDa/srZX1H7q1sZEEmAnpDVrNg6clDofwRo2EP4NKABPwmgM50o7M1hEKlTAcqAwtgMIRe6PZYAeVEYMZc3KxaOEhdbvkiLBe3BxWfFggjhmB1+e0Z+hlgptbqdyF/M5+YWF0rVSoBy/yFDPv77Zz1e6Ge02zUmA7AbReNQMVTMBeX7RjVn4ZUOn8cbDuqtZoLLBKOJBpXNhNdwJEKhQan2WHg6BUMukZjM/rTMZtUdi1p0VJlDXKktp7gtRhcnZTWTaa0p2YVCtXbBlysymlUq7J6U4uaRnMJJ78yZMm9RTssOQ16ZsWn/uc0HL6344QjgGK0bPH7jxK0mIDKI6K1HrhMaFvC942jjf2El4fMg/iP7FwX08/6NP3dx3P75l1jKpEfA6J8fPbjX9Ojm3Tu/kvruw/vEUu/64we27tp09+H1AUM6iZVYepZlyPD2uBgrLc/g4nRQbYAkoEDrts16vdDq0y+nLV890+5l5Ddz9BvUum1N4fSZr4weN6CkLCU1wzNmfP9BQzpv2LJw/ifjBw1v1bZTenG5z+7lKHSYO8jTmGCcGNezb7OCkoDZJg6GbVQaxuOzWGyaWIJLpLhWpwiFvYGg22BUg75OTgnL4V7l0TRaqd2pA/lssihZXBIuQXdOJCVCVGKWqZQWh5MrEJIpNF/Am1uQSWNhE18dVFOb+/LYmrxm5sFDyspbOIpLjBUV7sR4mU5L8rpF+fkup5fdsm0kmqLWmjjZuQnhiF8qEUXjw8OGDx43fuTuPdtWrFwKkvmLJX/v/UJ3YlX3seOHANYzZ02Do3V7bNCLpKYlfvbZZ6tXr12yZOnHHy88derMsWMnZs+evX79+lAocP361ezszGAwWF5eSaOymAxcIJRSWWikb3FbUKI4Ilu0XSPXS0BBq0xSmU4cTQ+j1PhUDOkyEgYKOo6EOZwWnV4F+h2uUiDo5MBwnoSFIs6UtEB6ZlgiY5EomNOt9QT0Jpc0KceNsVAOpoKKqMxIad+jICHbpLHTNHaG0kJXmNgGp8wZNNl8ZrVZxpeTnWGVN0GvsfF5coyGYwoTI73Qa3QLtHau3AiMpnClZJaQTBT/BoSBqiXF8g2BCKXHUhoBmmEPSF04NWJikAiPI8QpIxYth0gaU69MlEcUOXN+Nc7TsA3AJVH/kPE0rRLl6eIUwp53ccAnE66VmK8jBuuYpzuWI4lLpEwC7UxhMUBE07moQDjqOehPjgRAzI0FX8NhE10C8QnwmdAxAHZdAY/WbBQpZAabxRXwAXbVRmNhWdkb02YYrA6uSGT3umEn/BptXht0D2qjFtVSkUkA3EBnXyQEDWCx0W4lFDTIasIlDX9SeWyGDA9mJ1ujAZndyNdoItl5U9/7aNGydeVteg4bO83mTSuq6AAKGiOx6Hyh2evLr6jCuCJ7NIWrNmg9Qb0vPOy1t3oMG1fUpvuS9bvW7jq1fs+ZvWd+BuF8+OojYPRv+UgAGuQzMPqfBfTzrow/sv/tLo6YyH1q/wD078ZH/wmgb975iQD0vUcP0dubHt365e6VxsaGE6fPX7p+8tzFM5cu/fT4wdWfbjacPHyl8dz2PWsWf/nOG1NfHPZypxf6teXwsOzcjKSUxOyc9PkfvsfDyYBj+N2PGNdh5pyh127vScmwWR3iULxlwqQhE18dum7Dl0u/WtCyVfYLAyoAfJ26Z/fsW5yQpuSJMW+E07V3dkVrX06xcfxr3bLyHWodq6Q0w2RWW6wGAB8fZwN9UlIT2rVvVV7RzOE0C4Scut5dMjITfX57SmokLz+9qDg7Iyvq9BjZOBMo4Iv3mZwmgB2Lx5UolBiFbjLbWRw2hYZE03tzJvOEWCRZNuilimiiwB9ipKSKUlNldgtNq4nzeyUpKXqdCbO6aTINBt2Sy4M8xZnpGV06127YuHbSq+POnD3+7aqvAdNr130zbPig4S8NhuHHvvqd4YjPajPY7EaAJih96GA8Ho/JZAFzuTx+fxDHhcSUIJfL9vk8qanIQ22x2GRSlccdBmEskouJ4DCFXgFyEohAYmE6m5rOJ4nVfAonLpbsAvBEBqnF5LHkcml8JECKw4wGjdGgViklQ4b0ValEoZCDhPJAOWl0lPBPpebwcUxrwGk8DFQwABoIu2H7l7gKY4gwe0gQSFEGUzUgjVUWrlDFEipRpVRQxBwJ5gjJHSGlysKRG5l8BSbVUxOybOF0gy9JbQ/K9E40WyhScQQKHo7KlrMBxAA1ACKQGrYgn6trqpix1SWEOP2VqrGxDsqYwYrFdbBjEXI6qxa6WFDKsAc+AQxQSFCSHpuvI9oErwm+PyO3f+sYgeMhP42JJoIuYGhidBiBzlwRn4VzUGEXKnQUFBIDwZrIxUF4z+mxuohPAB2L4UOsj+lxLJYHFYiP3k7CALhmpx2XikH5Mng8jETKLigeN2lyVkEB0N/ksPmjfhKTBF+cQIbEcozjemA6cFlnMUE7mpos06gA9NCGLUAcXkNiMzA+g6+Xwr/TeuyuxESl3RHJyJMb3UpDwOhIHjFumsrgs/sSg4npMrWOArcllaH1+DVu39wvluq8ob4jx1X36Pfx8vUzFizbefzalkOXG64+PnTp0fo95w5evL9q+3EgMuGGJgzaKEXGP58s6XkQ/5H9bwb04xijHzzFNKGmn2jqWGBGDNP/YYsA/fAxAjTi8hM6gz2K5dy4c/ena403iZRJDxHlH1++3hhrNF2/dRuoffveTyfOHr987eyFK8eamhoXffpOfkF8JOoAIBYU5b8/Z3aHDu0//2JRWkZkyPCeM98fV9ev+ZXGXa1r0jp1LXnltcHegLZ9x2Zde7QEJoLodrhl7TplC6VYJFE6f8G4dRvnvD2rX7vO8XZ/XFaRKpKCjxjfNpqqkqvJVa3zNDohm0PxeK0msxaIrNZIsnOTKlrk5+Ynwb8DBW00aUAwAgfhWRabCjJWIue37tASSAE3j9VjVepUJBgc4wKlVieWK4D10KnALcrmY76wZs/BVVoT2eFhFZXYunbPalkVDgYkDhvPZGIzOZjFwcClmM5Mc/rkeqOspFnB4kWfnj197vbtxlnvTqfRSVOmvg5Xff6HcxZ+8iGFioF6TUwKg8CHBpNFgcacD2aNGz+qR49uCoWCwWCYzWZgsUqlInLpBYN+IHUkEuJyucuWfT127Pg4jGoyW7MLsmZ+8M7lxssnL5x8aexwpQElgwYFDSelgSGCEClHrUUDiGHwWDwRn81mCgV8j9uu0ypLivPS0uIpFKxVq1KFAkYfmN2hCoXNHq9Wb+A7nPLCkmg4xayxspu3TsMVWGl1ijeqDKXo1DYmTYDIa3SLjC65ziYHzWtyWPQ2nUhNVxhA3GNcCRZKNkXTbUYXbvaKspr50gpdkXSrO15rcitQEUSjBCl9Oih9OUp7JETzbNxYLPPUmVOMMMYnYXE0TGtSS5QiEh2jc6gCKR/F21CfZEdCmjqW/wiYDn9KNRJoEG0C/cyY3znmfEDebaKqN0pNF6sGgNb1xdwXVA6a64vlpXtixMsQW6lPaiqi6Uo2nclnwxajkQDNgFrkmKZjTB6dI2AxuDQKk0QYHBUxJqDGSowTbhxGLLBaplFI1XKeGAdTGTQaEyr4DYTFaDSt2Yxq0dIoWqOByFIN31rMGcIGmRx7mUKq09r8voTMjJxmJVqTVa4xGG0upc6kMVo0JhMAmg1ANyhJPFZueVlRVRVfqbYGogZnqKy6i84WFsgsPLFebXIlZuTxxTKJTq9xudPLK8VWe5/R4zGOKK2syp9ZvGD5xoMX7tafvb1s475Dl+7tPnlzyXd7Ttx4vPPk9d2nGvecvrP3zE9gRL6kHw5e3VR/6R+APnLtP7NF8D105dnt79lvAU0w+h/bJ4D+z9r3B67/Wn/2P2lY0x88ngXt/8XjUezDfncL2H1mG6ut9cz2yeMf7/qtxQpxPfmEJ/bw8eOHAPxf7t0GkdiuffVHH88dM2bUsmXLVq9ePWLEiBdfHFS/f9f+gz8WFCdk5ro/XPj6os+nrFw9T6rEli6fDdLjb1OHgqBuVp5gtHILioLjxtUVFnpWrJw5Y0a/YcNLg/EUvQ1rXm3KKVGk5krT87XpOeZQVG+1we9NaHOoHS5tUorPFzRoDCxQvvA5ZhtamaI3qLVarVQqFQpxjUYVHx8uKslXGSS4HAV4+RNQXnm91Ug4GeVaJYxeVXpFUkZ8KNEj0/BtXm2LdvlZeb6MbHsoXhWMKBOTTXanUCjG+CIsnKgCmiSkWHCACQPzeFwA0Gh8MovFIZPJFovF7/dTqWQwp9NuMGpYbFp8NOj1OU+cbAA1DRLbbNFNmDgaIH7q1IljxxqmTn3zxx9/WL78K2iPnzDaZjddu34Jxh+VleXhcBAENaD2wqXzZS1Kv1y5pKZr+y07NwNEAEOAOZvXCpwCSAHOUnNSQJCWVBZDD8Tg0jk8bjQahbcLhFylSmK2oFVt3Xq0JVGwtIxgSVlaKN40ZHhXEg0tz8kp8GUXepKzTFozgy/BtEYm7FTqGDIdwxPRGpyo6itPwZwxZ1pGfrpYIZFrpEIFHUPRiphMTYPLotTSXX6FwSGQ6ejphX6jS6q04q6wKZjszMxPNDu1fBmLK2GwRQymgEIX0JgilMIfl3LINOQZgJ6MzaFxcSYHhKGQLZbhVERPJtKnFBSyAh0D4PgJrMlYba/OqJYuGUvLTdWY1bHpOy4JEZMEDYCjUC5GhI1N91FYNNDFYLAH5bOOBWnwJSKQxugFVDKFhUq6QIN4FqBJFIQlSmER+aMBx7SnRmcgoz3FNBFVTeY+jSfh0RHK0cpD9CFECXBchgtjxuIzjTYDwjGPJVPIMVKcwWTki4QMFl1jVMMBJGWkYVQ6XSBKyMzDSPSOPfv0HvjShMmz3pn9mUDq6Dt4TEJGNkYhqyxWjMEE8yUmYRSaVG/kSlU8iUqqsWA0nkhpzGtWqTE70/IKBQo1DcZnLM6IqW+9/sGH5mgqWuqjta/88dCG+tObD5zfe7rxxyOX1u8+9uOhM9uPndt25NTOExe2HD7z3b5TO05cqz/305YDl9bvOr1x74X1u87uOnrjqV3b3XBjd8OTLSLykSv/6W0M379nv+X1b7dEyZXnbdP+q79r3x/4fdtQf/l37f8LQP//8rh8+XKPHj1effXVn376qa6ubuXKlYcPHx4+fPhnn31RW1s7ZOjAd9+f2qNXu5Fjei9bMefjRW+07ZhF52CwXfL1O61rMpIzjMGoIjvfLRJi7drmSURYh5r0jjXRtu29Ccm01jXWtrXO0mp9caWxuIUjKUOr1lPF0jjQfSQqZnMqDGbRhEkDE1J13eqKS8pDKh1DpRECoEGT6nQ6GOZLJCBHUMZnJh+ohnHEdBiew+gYRBZRdw7uHAAB3Pk2nxmkKJ1PEanwcJLX6lSAzE/L9JaWp2Xm+KAPAAYlp1s71BY5vTKrQwr3mFIl6ty5Y2JCqlZj0uvMCQlJRqNZKpXbbDaQxiCE09JSduzcqlLLgLyTXh2/YOE8u8OUX5B1+cq5mbPe3rxlA2B6zdpvbjZevXHzCnR1hF8qOSW6r34XnUGGNw5/6cULF89MnDQOmNijb3cQjwAms8vUplNrwAHQGQb+MNLnS3kGuz6YGIBnAdzQhVS3bpWYmJiWllZcks/lMeKjPpmChwupeiNK/SOR0yurst+aPrpjl+JXJg8QSLF+Q1q17phudwvobIzNxaDD4/AxoSyWW5kHGtktUPN4UnYgwT9z9qys/IxQ1GqyC01WgVrHQsUKFCSTDZepqRINLSHTLdawMA56I42PKXQCMhPjSZlw8VlCKgMn0wRkhojKETP5EjabR2WxyWwWlcdl8PhMDpcORwuMxmJFVWCgkJKdjKp/xWYXEzMS1CYVtE1O44Bh/Tv16BhNi4c+A05fqEBVa1E8HItGeJDJTBDCXKAwEbLGFvBpHBbhU4b9Sr2eKxJRWCwqG8VFwB5ikQiaIXyavJ/wZhAOlt+imUH/j4yO+UyeAXQsdwean+TGVrKg6GwZFwxeDyBm8hg6s16uVMAwLhSOhxGSWot6UKFMFMeiV3eqRT2wUNWuW1++3OAIpHTtNQKjKNWGqETpMTp8HIkYozLkepPW6sgrLbd6AzZfUG93FVdWwZ7cZs3Nbp9UayirbiNSaaFRf+JUTb8BGI2+ek/9mOnvz/7im60Nlwrb9Np65PKPRy4fuvjLkQs/15++ceDstf1nr+w4emprw4mL95oOXLy1+/T13adv7jreeODcL6duNoH9SucYoP9hMfL+M/Ycmp8B9PPi+lm/R8yeXXP4V7ax/uLv2v9aQMMpXLp06fXXX58/f/7du3fXrFnTqVOnpUuXfvjhx0ajkcmiDnqxbt13y7bt/GbuR5O79SoLxMt79inNyre9N3d0Wrbp/XljxkzsFp+syclxZ2e7HHZOmzYJZiOWmy/t1jPcso2xsFwOgM4uVnoiHIeP6wvJTRacxcZ4Aiw5zdGxtjQQ0bbrmEtjoXqAZpvQ7tRYbQajSQvaWSYXicR8XMABaYZLGUqTMJKKFsglpEdheKuzGFCZThSFisJmZToxIIPEwhg4VaJC6R1A3OlNwtQMn9unpTExJgfzBtQcHBXrysoN+wJmkZijVEl1OgOLyRMIRGQylcvlwtDh7NmzDx8+vHLl0u7dO7f+uAlE8UsvD7l3/6fvN61r07bl8JcG79r9I/Aai8NeHjH07s+3frl3B/T1z7/cPtJwAHgaR8Ii8QF4NhT2LVg4H9ofL5xf168nHCcgA3oXIpdb+y7twHzxXhCYxOCaWAyCnLBMcklps71798bFxfn8rpoOrWVyXG+UiaVMBgsDRvOFcXQWllcY1plYFVWpo8Z3S8wwhJOVBgv0Q2SLTaA1suEKg0AubZlNxzGRioOxMbFa8MobE6/cvKq3aEuap1ucYrgscJV0Bk5GtjeaZGHxsUiqvbpjcSjFobQKpTqeUMl2+Axqo/gfdObFUfhxwGiWkM6FjlLEwgVMnM/i8xCdQUez2FQmh8rGURA0KxbXDD0QdEXQOaEJQzLmCbuB0aGkIAwaCsryZ37wThwDrX3/tVYsfLlAWKL6FMhhlOroaW2UmC+YA7wGQONSKYPHo3FQ8VZ4FnS33evMLc5PSEuyuFHRQriewEnk+qdidBYZjMFExmQ8acAeKkr2H8srzXuSxZ/FZ4DFst+hLyUWxvcE07FpTAZo6liJLA3Kt0KmGcwO+CAWm5uUlkqiUTEyNZKW/f3OgzRcgTEEVR16YHGcfoMn3bjTNHP2lySGXKwy9BzQP5KawRSIwynp8AnvfDAfpIrF44c2AxfR+UKMQt+0YzdGY7at7eYMRjr06l3Ytm12q9bJzSsXfPvd9aamT9du33/+7oQZn2xvuF5/9s6BM3d2Hb26o+H83pOX6k9f2X0KmHV07e4j6/Yc23L4ws4TjbtO3vrh4NW1O07vOHpjx1NA/xbTz/L3L+05NP8b0P8jj/3792/bti0pKenLL79csmTJ9evX33zzzTt37uzcuRvE9Z69O6ZOm/TGlLFffvXBrNnjK1slRZLUrdqnNm8ZqWyV8Le3BuQUOgqaeTp2zX3hhfL27TNzss1lZY6CfFXHzoEedfHlVdqyam1t72hJC4vBgXIYDX25U5du5TIFJSHZ+tKoHjC4xsVYbqE/IcUEo/VA2JCWEfIFrGqNBBew4c4HMOn0cqNFKVQwk7KDCRkBjIHZfTaUUj2mlUB5aS1a0KEgnNmxcTdfBjcwLT07otLwKTSMw4vTGyWAY6tdCcwyWSWheIsvYIpPcCmUQpR5Y+6cPXv27Nq1C6Dc2Nh47Ngx+Frr6+tLSoqsVvPefTvjo0E2hw6j+GDIA0c1YuTQrOxUUNDA6EGD+2VkpqxesxIkc25eZpu2VRarIZoQWvzpQpDV/oAbMM3js0QSHPlqqVh6XhoQasPW73Yd2InFilIDpOB0iJT2xDwYEEGsEElkUhKJ1Lx58+49assrSkaOGiKSsPIKUgUiWlFJmskiozKw7LwAKF+hFGvVLlMgx8QqDNowRvEFVBaHUCghgYImMTGBkh5Mcol1AhoPga+yVQury6wzCf0RXTCiV2oYoLglcrLOyFVoGRwxFkiyyPRcmgCjcJBvV6zk8MQ0toiGnBt8lJiUzMOoOAnNNAoZoKD5OAPoDCKayaIAoMFAmUIfgGbeKBixwgVDZVv5abmpwDijwwDnPuH18Z98sXDoqCEr1i4HHU3I2FixWrFIKUJRcVwmqiXIY4GBiAYKg3wmAM3CeSwcBzSDgkbLBWOTgdBb661GhU6FhlaxgrPEZ1JjSxYZbGRwhGAs5pMG7AFAU2OLZaj8JwlUgc7sWP1ZBsI0WjvzK6O5Yq5CD9glk9gMCpeDkSi4XOUKJmFk6Kjk0C+FEpJBAg8b++oPe4/uO3Zh95Gzny//bvGy9QeP3rB7Mj9atHrNxj0wzlqzeRNgN6OgGFSzPyEZNLLSaKFycdiJkagGh9sdjmYVNQNAUzh8lcmqtNhadu8utFujJWXTFn5+6UHTolVbNx04v2736T0nb287cu2H/RfXbT+2auuB7UfONVy6c/jCzS1HTu09d3XfucY9ZxoPXbp34MK9ncduAc3/pwH9fPjdrxF4z8bexex5BP+5PY/m/+WA3rx5c+fOndetWzdv3jw4HeA1bG/evPnoUdPp02cPHa4/c+7Ixk0rXhzWJSvPk5Xv6PFCWV6xa+jIdhWt4g+fWDNiXKfmVeHCMk+Xrnn9B1QEAlxcgE0YXzVmXHlJmbL/i2kVrU0Vba0ZBQp3mJ2Uoa2sTiksjtgcYoEE61BbkJXnat8pr7ptTk5+MDnN1a1nq/TMUCBk0eiEQCJcSJfK2ai8rEWsNPBbdWruCplRdJpOFk2LUtl0g80kkAs0Zo3GrEYBXlK2XI9mtHhiVhwFM1mU/oCDDeKIinXp2r5+/45HTXeGDOuTk5fI4ZFtDm2LquI33nxl5TfLQCBfvHh++/YfH6NcJo/OnDkFjbt37+Tl5YCEL69oBsD1+lClFUCzUMQdOKjPlh82Hj6y/7XJE0Emw9s/mPtefkH2K5PG6fSqjxfMI5FRCLNUBoNkut1hptJJAALQzmaXCSTz0m++BGYBO4KJARgN/OqJ5sYWa6A0bwbVqjWrvV5vOBweOKjvnA9m7d23LRRxhuNdLo+eyca0eqHHr0P9jQ03WDjQz2UVOv1RqUiGMbmYWIrB5ZXIqQ6vMpzs8Cda7X6D2qYoqy6JfbiGJ+KUVmQXlSUHI0a1jqM38I0WoUCMOjwGH/PEmzRWidSAy3Q4R0zVmGRSNf5HgCZR0QJRDpsG2pFGj+OB0sVZoExVegVIZnosFx2Ar3PPTq07tgIuV9dUQYcE5w5fWcxVhcoSAsrdIZfKJAfNC9fhacgdg8pBqZnRxCCTSng/4EsnSB1zT6Pq2sBxFHGBanIzAM1YLO8o8B3ejnoIVB8WpccDUQ8G6h4M+hKiAXtobETn3wIa6MwRsAhHx28BzZZwwZwhL0siEGm0SrM1Kbdw9OSp78xb3HfoGKXOIpapOQIYG/lKqzolZJXO/XTlln0nzt98uKfhwonzv9x50IRRJQs/+2bNlq2DR41MzMzRWOxpeYWAY2C6WK1r3alL3cAXS6taA6/hTyB1dnGpRKNv2b4jqHJrYhTjclZu2/Xiq2/OW7amsalpy8ELgOYTV5r2HLu99/idPccbf9x/of7kzQOnb63ZdmDz4ZOHr93Zffrqml0NG+vP/thwZe+pO+fuNCFAH/sHnX+1Z/n7l/Ycmv8N6P+Rx5kzZ4gTaWhoIBognNF5PWq6devOT3cbf753/ctlHw8a0vmd98b+8uhEl57FI8Z23rbni7Xfz6/rXzbno7Hvzx894/3ha9fNLit3t24TTEkVdewQ6NU76aWRhe06ubr3ScgpUWQVqapqIonpmjgqSFosryBY0zlfpSdVVCe2aJXau2+b+ETryNEDgMVun9bhVpht8CvFpXIWLiJx+BiTh9G4WDDZidExmU4Md2NSZhLcqxaXDUQNMJpwDuByrsKAYopxKYfKiOPyGGaLPiU1YcCAfps2bdy8ZQPAbuiwgUXFuTm5qTUdW877cCac3YFDO9rXVAlFvOnTpwGXb99uXLduzdatW3788Yd58z6AUWxT0wNAfF5+FgAoHPHNevftDz+a87jpfrfunRMSwyClQThnZqUCmsUSHPQyaGqNVgF/GowauUIMDRqDDKIVqdc2FYAMIHJOcTaM8aGncfjtSoOCCAomIhngXKQqSXZuzvbt26uqqrbv+GHT5u/MFvgogcOlN5ikuBBFgMFQAAYcPeqqPAFlOEEXSFDYvCCBMb2Z6Qso7G4JXMa0bJ9Uw5Zo2SqTGEYeSqMMjkFnRnEXdDYWSbKWlqdl5QYdTjkuwlRadlZ+CACntghZIhJdGMcSIsVNZqKZuj9ycQCgeXw6zgd2ogVHIjFPLOED+LBY7jpArcGux2IVUkA4u4JOwjcNHRLhJo5PjYCshhOvqqmMpAaFSpQSC4yAJkD2SdhGLL0Gk4/K2iI6xyQzRiPBzljpEx40gNRIRNv0JqfJ6DDKdXIURReLnIP+gMWlgRECH7oTogF76KgPQM4NGv4Ex0BnMMLR8Rs6czhSHluK24Jetd0qN1kwKoOnMjWv6Z5bWZOU0zynoHLYiIkcXPX69DnjJs+saNurtu+Ic41Nexsuf7/j6OGTN2fNXVJc3qFzz4ElVa1yy0oxCl1ttolU2s+XfwMieuIbUxGUGWyMTPPGJyJhHop/5c23gN3QyCgqya6swM3GnFatv9qy48qjpvc+W3WqsenIpYcNF5p+PHD94Jl7Z282HTrz877jN1dsqB8xeWbfsa/OW75q2eYdy3/Yu/Pk9R3Hr6/edvy73WeAzv89gP6DecLn/RuEi+N558a/XRz/qQecwpUrV2B75MiRX3755cSJE48ePQIFffLE2YcP4dkHq9cue2fW5AuX91++vr9X3/Ip04c0qwgGopLTFze3qknpWlc4dGSbTz5/7dKVzUkp4ren1w0bXlpcpM7Nl745tUPbDu7hY0rbdA607hjuNaC4rEVYa6R7fLJuPZq3ap+eX+K2OFl1fVvAzazW4oGQ3WSRG8wCi11kdYr0Jp5MSYdxulgeJ1NTjU6JUMVCIatMNHCGMSzoKbhFJWo0ngXtA1wj5LNEIxTJBU63TamUu1yuaDSanJw6cODgxYs/W7hwYXJyolIlBcg2HK0/eHjnpi3ftmlXZjDJp739BqhgON8HD38+c/bE2XMnV37zVXJK9Gbj1cSkyFvT3gCxPHLUMGC0yay9dv3iu+/NgBe3aNm8S9eOCxbO3/rjpg4d2wKRQVCDdg5H/ABreIpKi4NOghSbtkrPS0MCTciqaF0Opwzj+oHDB1jcZlC1RCAB4YlGflshDJ/jSCRSx44dx40fBR+iVIlMZnVaRsTu1CUkeehMtD7lg/lTDxz+XiwjmWw86MC4YkxtICelmcrKE5PT7S6vKiHVIdNyHEFdMMnFU6DhBdAqmpKgt2hJNEwopap1PH/ImJsXH0mwRZMcHbtU6qzSUIpLbZaorFKDQy1UchU6iVDO+6NJQi5OV4EUVkIPQ+dwUT4sMAC0L+whAqKJ7BxAalRChYJczwS7oXPCY7mKrB5Lxx7wa0hyBi1SrQD+Eah1Bk6FDoAfq3lIQ8mMmHwpX6wSQ2eMItuocQBl0NfAbngq9gNAoXhsIRu4HEsWGlu3QkfinQh5ZsOzPHSEaBozdqjIY86jM5DjO1bNS/AUxwIWF0Y+MUxDg/A+c2U8nhznyoUYnepPSyuoai0y2lyJWd2Hjm3/wvBXp3/45vR5b8/8sHvdEK7E+MGC5T/sOd34qGnFxj1nrj64dKsJ5PPx87d9CZn+xAyJTm8PBvgypSMQBr0M/OVK5KCXAdCgSkBHA7uByzypYtKUaQqD+b0PF3BlilY9ugvMxi4vDn1j7kcrfti9ZseRk9ce7z5285uNR2d9uPrDzzZ/vf7AFyu2f7586+tvL8wqbefPLuo1avyEWXPnL193orHp8sOmrUcur911ggD0jmNXwf4joC//M/ZfAfSW37PvD1z+p2xD/cXftf+1gAYc37lz59y5c3Auhw8fhj8fx5JZP3rYtHdv/fkLpx88uvXzvSu796092LDhQMOanELX4OFt3EH8uy0fjxzfuUPX7HGvdu3cI2vYSy2qWvlfm9wpL1815c1O2bninDzJgr8PTcrAEzPEzgBDYcBsbk5Wnis33xcIqcKJitRsAyg+Nh8rLEkUiulGk8rrN1nsEqtTYLRy5WqyQIwp1HR/WJVd6Fv9/RcDX64bPnZg81bFPfp1BbrVdK0JJ8WDViICORR6udGpg2GyVCtS6uQkSlxmZuaKFd/s3XOgR/feCdGU1ydPPXvm4uzZHzAYjNf/Nqmp6f79h43rN3zds679V8sXnTzVAJD9dtXyhqMHgdH7D+wZOmyQz+96oU9PELAnTx1d9PePc/My2raretx0DzR4r7pu9x/ctdqMoJFBZXO4DKlMSKageSN4IyhulVoGpAZeQ1ssFcRyieCU2PJoUGQgnPsP7ZdbkgNDexjpEwsliFUeMTcoUyyVVFdXd+7csaq6AgYBbdq2VCiFLo8R5WgVM1UaocOlBfXq9CjjKFggovVGpFYPW2emOTxCf1Cp0ND4QsxkF2vMQlfYwMDjMCaWmBmP5k4ZFEAPLqbpTEKrQx4Im4IhE0+ASRWMVu2aMfgYSgkNwpOFAY5BdzP5VAoLexpmF3N0CClMMY0Is1NqxHaHwWrRS9B0LlutkSlVEgD0+/PeJfJcw/cCnAUQa8xqb8RD7CEiKwgHcSQlrLOpqVyMLaLI9SKzWwcdg0SDw3hIrBYQbgeehIcyzJnUT8qz0jGANZXQ6bF6V4TRuLTaXrUp2Smo9hUTpRWVaiQosI+O/ecBjaD81HgoFhuFcPDkfJ5CxFVIcLWy55Chr8yYpYr9piVWP8aSZ5S2zStpI5KZBg2ZOG/R8tpeL89d9O3iFVuOXbp3+HTj+q2H9h+7/PbsBXsbTrvjEzAyJZKeIVCoZTojGEjmpKxckNLEn4XlLZZ+uwZN3dJZw8aMHzJqbHJ2ntUf6NS/j8bvfmfRojW79jVcvbPv1PXdx65v2nvuzXeX1PQY07r25V4DXq0bOOnl8e/UDZxoCaTLnP5AXqExmhLKL31j7qdbDl/Y2nBpz+lb/3KA/n/t8SyAnz6efd1fPR4/QlsA9M1bF5qabv98/9zaDYsWL3nr4rVdq9bPDSZIO/fI69Q9FwA9bdbgFwY2S0wWl5U7Otcmdu2WNGxoyaefjUlI5Cam8Hv0yerZL6+oudPmYwGOUzOtXbqV5uS7XX5ht7ril0Z3zsrzgHwD3FBpqBSWUoPKoySmGu1uQTTZ3Kw8ac13Cww2LluE1fZuC7x4YXCP4soCuOHDyeEJr094+723YVQLN78v3guYAzlW2aZCqVN8s+rbq1evz5+3wGiwnjxxbsvm7Q1HTu/ZfcBu8xw4cOjkyeONt67t2Ll5+Mt9+w/symAhl/GkV8cVFuVUVDZr1766b79eL/TpMWhw3+Urvrx3/86P2za9NnlCWfNisLre3QHKJrMO3qLVKe0OM3C5c20Nk0UdOWr4m1Mmg6w2mrRcHpNGJ/FxNoCby2fF0VD0KrH+Dajhj/qICLPm1WWET5ZYZAzwQstAhBybwyqTyUKhAC7geLyOF4f0LyzKksr4coUAGC2Vo9K6CUluOhw5FSutSJZpMbOL6Q1JvEGZ1y/3BJR2l1xvETgDOpNbIdXyQfOyRaisiVKnkmukKp1AomCJpQyZgi2RMjg8jMXBeEIKVwTSlUrnk0icOBILLbEjM+KQl4OGxRiKZgsB0Fw5C6jqi7hQzqY4DJDncduEIi70Tyw24mZGbpoz4IDBATFHx4ytBiTWHMaC6pBXitC2gEUKJw56Bb1DDv9CrOam5EQiqV6Atc6mhO6WxiMDJeG6wVZlVMYx4lDmv1iy6SdLyWOx2DavtWe/HiRmXIduNTAugZ0mp0ln1UEDtmg+kBEHvzE6g8Rh07g8BgAazRxyUVEu5KrmomODI2TxGQIpn8ZGDYlSpLOiKWixVsJXikU6lT0cpIkl/UePSy2pTCqu3HP66pwla9NKWussISYX9G4Il1vkusDydbvnf7728LmfNu088fdlG/oNHVfSsp1EazJ7fe74qFirq2xbozJZKRw+fH/wNo3FDoKazhf6E5IZuIgtksanZeaXVZhcXtDa8A1xVHK+Tu1ITMxsXjnyb29/tGT1D/Vntx24/O2Gwx9/9n2Pfq9EkssD0Wbxqc390UJPYm44vxjj4237Dfx84w/DJk/ffvzy3rO39pxp/OHQha2HL24+cG7D3lNbD5w/cOb2scsPjl95uPvYtZ0NgN3LsN1z/PreEzdgCzufQ/NfAPp3bduRG38E6D+y59H85/YvB+iLF66CwoRR/OOmn376+dLSr+f2Hdima6+SorLAtJlDK1tH12yc16omJSFNXdMlY/GXf+tUm2K1x7VtF75wcT2LgRUVG159rfPgIWXzFowsLHOkZGmjaeqsfIc/rADFF4pX5Zd4aWzMF5K7/Qq4u2Dknp6R4HTrCorjR4zpEU3Wg1W3zcorCkQSteXVqYmZ7sp2hSCyyluXtOvSesvOzRu2bnhzxpuRlAjcfoRbE4bPcJfCPWxxmnk4//jxk6dPnT9y+LjXE2p63JSTXdy2Teef7tyH9vXr1+HU7v7cOP+jWW9OHVfduuT92dNbtCx7Z+Zbw4YPAuIkJqEFjT17dRGJeQqluEvXDgBukMMOpwVD5cNJQOe5895/bfJEtwcVnA0EPWPHjVQoJYlJEaA2QBkUtEQqEEtwoQgUGpo0gyOkxbLdA54kajFsYQ/0KISLgxpLq0ZkUpapYZzP0Ol0FospPhoEIe/zO5OSQ0oV0BEzGJUgpbl8SlKKz+5Uq3U8GGc4A0JngG92sGUqTCLDNAYWjEUsTlCdApmei8uZTBSJgXJQ4BI+KGi5ChdK6UIxTSpnAaC5fBKHFweyWqzk4XI2vJLKf1IbBRAGqKLzKYBmnpQJJlDzDG5tam5SRavShOQgyg2rEPt9TrhQYglfp1cKJbxoSgQoKYgVTPl1ZED4K4jT5D6tQwiAZgpocUxMa5NavToyG5PrBTqbXKjkQlcBIhqehcMG8sLlAg2ut+kS0qO/9QhBG0NLvenQSbfqUI1RMHgl8nfHitKC1sZQTWEmckOzqcBlAc6GvkQgROGbIJPpsexLXBlK7QSm0MoMVh2KtOPRQUETq9I5Ui5fIZAaVGQ+N6O0NLW4tN+o8f60fJHZ++nqrfM/X60x+RQax5gJU2U6d0J6GY2vTc6vXr/96Lb6c0qzv7hFe4zCBO0M/xtjsmi4AIhM5eKR1Iw333k3jsnp0L1Xv6Evwc7Fy5aDcJZo9L0GDIb9cr0JozEDySm4Tq3zO5u1bfvuJ4v7vjz+q+9+3H308t4j11q06z/pjY/Wbz763vyvE9LLVcZgOKnIn5SDMdkLVn+LMZjr9x+a+tHiMdNmL1q1ZcHKzRv3nT544e65n5oartzfUn929dbD3+08sfXABSAywWiwXUevAp0Jew7N/wb0/93jWTA/fTz7ur96PACOoTc9ePDo1oNHN5Ysm1PbvbSw1P/uB2NWrH6/R5+SFm0Spr83bNDwVq9N6dOlV15evqVTbdqECZ2Ki23Dh7SwWknjxnUCwaLWY206poF2VhpIkSR1KKqubpNusrKT061tanKz8nxiGQmUYCBkFUlYAwZ1GzdxoExFsbtFEgXG4mENJ37Izvea7ILUXL/CyIdbNzU3IZjkKyjLhzFvi7YtYPCrMqpAmYKILqsqJWrcFTTLF0slZDL14MHDIKIPHmgobVY594OPf777cNfO+vv3Hj98+Pjw4YMTXxlb2aKkqCQ9IyvC4VJnvftWWnrU57fXdKiOj/oAu29Nm1xaVpiUDMxVAHeAy2ClZUVDhw0qr2j2+t8mwWtefW2CwaiBBmhqICmLTQN2g+zV6VUgtIHOIjGfzWUAI2ixFD/h5FBxRVF8agTQDNoZKGawoxGAXCdDYjC2PJrFZ8IHUiiUmpp2BOLrencDLrM5FNgvlnBTUiMYCcvKiao0fLNVTqFj6Xm2pEydOyBSaEhCMSZVkpUallzDFCkZuAJlDQXNi8vRaB0+HIWUyDigl/kCiljKlEiYfICggCaSslUGmUSDgihgyE9HYQxMHrBMygdQAjH5MhZHTAdAWwOmvNLsmi5tANBwYDarwW4zAp01WrnDaRbLcEesZAyhcAk3LiuWLg5JVAHz1z8JzgoUvJyS1Fadmlu8GhCzHDEVAE3UGkfqmIKBxEazl2ZFen5KRkFq975dGDgVwI2yOMU8ISD20XwmG4PRCVxJhGwaSjIHx09ikpKzkgViLl/I5vGZuIAtEfNlcqFEikNHQgAa+gm+AiXPA7JrTWqrywz7mSgoG2W/g1Og4XSujC8zqsU6VVnb1hiFVtO7b2XHHiy54asNO75ctaWgpBojsf3h9LqBI4NJuQZXlK9yVNf2//DTVTsPnaXyJO74BG80PiEzLZyWbguEBAo1T6oAmQz81VodIKUDiSm4XAV62eBw23xBeIEvmgSMBhE9aOQos99NEfE4crlYZ1i7dddnK9ZPfW9hTdfBqzbUv/P+F1NnLOrQdbBAZrF7k0orauQGO0kslntddBX0pZaV2/ZuPnR6/e5jN5uaTjU+3n700qofDq358Qjw98TVh0cv3d974mb9qVuw/XW2EBp7jt/Yd7LxubnBv5gk/F0jAP1P2fPTg39u/3KAfvSo6e7dXwDQN29d2LJ11ey5kxd/MWPvwW8GD293+cauDl2zBwytcgX4Q0e2a90hdeaclysqQ2DFRS6dFivKt095s9/6dfPoDGzajGEgnEeN79atd/PEVGN6tj0+UTtj5mhvUIWLsEiCxeZU4EJKQpIHMK0ziGDMN2Bwx/zicJuafBDXABqXVzF6Qt+ckmhilg9XMAKJ7olvjAMWww2ZlpumNCiB0XCDmZxGkM+ggAB5AOghw4Z26NDJ6/X37du/e/eeGzdu+uXnh2jm80HTpYvXdu3ct2LFiuvXr95svDJq9NA27crpTOzbVcualxdKpDyAoFYnS0gMyOR4t+6diOg6GLwDnRcsnN+6Tcsvl342ctTwsubFeflZPD4LWAxWVV0xYuQwf8ANOhqgDGAFWHO4DMC0TCEGHUqOJeQEBKA8FbH0EQq9nBMrUwJoUJtUsF9pUMBZJKRGfQEvjuMYhrR5x07tmpcX5+alUaiYP+CAY4vEe+HaBsMo750vYC5vkZlT7M4pdqRlWwIRpd0p1Ju5YhkFxigyLQcVTJExBGoOkBdwxhGw2TiTL6Sz+XEgnEUShkTCxoV0gYghVfDURuTEh0Oi8lHuC7QuIwZopVFGzODR+SSagCzWCVwhe2p2osdvszsMAGipBIf+WCoT6A0qBpui1MlBeEJ/QETOEaSOTfc9Uc2E8iXFCmXBf2TgcSQ2uiZyA250qgC1SFNbZSaXVmEQKwworxDs5MtQ5g2VSUrjxYGi50oY8JTJpQdGw7M0HpmohAB9Ax2VOkSrtIlcdwBonoD1K6DhOAHQsJOF1sWg7wU6JILFcLIgoolADsKLwkPlFBhsCVcSS+TtT4627NBx7OtvLF3z3dI1G9+YOb/ngJeS0nODkRSMzJHrbHpHsGvfYYm55XuPX31n7hcYlR9MzlCaTWaPk8RmFLeskhlMQGGmQCxUahCjyXAichTFQWehCUMybfjYCaNeeS23WXOMwfZEEjAyVWM3e5PiW3et/XTlSld80oiJf1uycuOew+fPXr6/s/7sZ8u+q+0+UK132Vzh1KwCtdXuSkuypMS7M9LrRo0eOPH1nacu7jl9teHKL8eu3d998trWA+dBKR8699ORCz8fOnd3/+nbgGOw3ceu72y4uv0w0sjwJ1D7OS4/teco/CeGAP0HYXZ/ZM8j+M/tXw7Q9+49ePjw4S/37jx8fPtx063NW7/qO7BNQqquqm1qTqFDpcfcAcHcjyd0qyvu0CVn1PguzZoF6HSssMAdjVemJRlSkgxtWmV26lSYnespq0x6eXT3C9f2vPHWELtb0Ltvi4QkY35RVKnhBEIWt9dQUJQy78PpY8YPhD1sHlZanvb6my+Dsk7P8oyb2B80dV5RoieiHzt5aCjFBfdhtz61hc0LiMl60NHM2KI1YpUHUltssjvgojNpI0eO7NKli9VqBtuwYT2c1OnTp+G8mh433b71c0PDsStXrvTt+wLwt1ddLVodoxVNnTbp0JFdk/82tku3tmaL5sulf09JjcItHVtvwgyGvEXFealpiQBfLo+p1siJWUEqLe77Teu1OiVo55ZV5R6vA6lmDh32A6BlcpFQzJdrUOpkIgcx3PZA5MyCjPGTx4GUdgYcOqsWyAI7YeyPctXDUJpK4vP548aNcTgt8DlwGHKFKDklnstjgJVXlFRUFg8d3tfl0YNZHdJIiiaapg4nqrxBmccnc/lQPIxQRgZAs8VxoEb5SpZIhXPETFDQMHLnggLlYmwuyG1Q0KhaggCOKpZ3W4CqCLLIyBuDksAxeSxgOrxXoOCAfGbgZAo/jiGiwh6lXgpv0enlWo2czaLC6YMyNRjVuIiDS1BpQTAAHHwgAWhGrKAJK5aQ6IkyjVWugp5DqGQbnIpohi+Y7ARYA52j6f4Zc94kgnbgn8I25qHmg1iWaHDoJ+AtEg1PrhdpLHKRioc87GpUIYUnZUPPB9eZCKNG6xLpf+jiwFEi6Vh5cj76/aB3scjEQhW4CEKFAL4XkOREHKdALvBGvCQ2DZVEUSomTXnr0MkzBWXVVBb+yuQ3er7Qb+e+g1+v3rBi/ZbXYHQ57m8YBddZ42vrXnSHowKlDGOQO9d1a9+1e35pC0CzxeP3xid27FFndHqAziyhJJKaAYyGxtRZ74OyXvTlVwBrUNA8qZwm4CbnZY1/429tunSdOW8ByGyMDicr/OTTlQsXr+hQ20cs0/OFMpkK1SiyB7xyhym1otn3hw4ev3V7xJQZ73+x/Ntt+9fuOjz7s283Hzhz41HT6ZuPFizbOHjsWyMmvTtn0aof9p8HLgOgwYC/RPvfgP7vfzwL5qePZ1/3V49bt+40NjbGcufduX7z9O59a5d/O2/Cq31GT+jeePfA5Cn9AM1WF/uDj8anZZvkGiwcVmZlORcvegvnYc2Lo36vIuBVBQOaTrWl0WTzlLdHtK8tFMmw0opocpoJF2LhqLX/wG59+3dzug25+Uk96tqkZnhyCyLxiXaJnE5nYUDwQUO6FJYk3rpzXmMQ4jKq3MDjy1Gkl8oEKgPJZ1yGA0ES0hNQ7SI65ov3ogBbMmayG6VyCXB5+PChIHI1WoXVZghH/Bcvnl+7du22bTsy0nPYLP5HHy1Yv359XV3Prt065eQl9+jV/tiJ+huN56Hdu0/tnA/emT7jDSAO3MwrVi59bfIEu8MMBpL2ytULhUW5SpXU6bLC1mozCkW8aEKoT99e6RnJQGqQ1biAA1uBEEDAJVMxImCLCF34NQiMiLGDkT6G6nyjHCOgo2Eo4PI7o4nxSqWSRMLcHjv8FxCnoPgAzUqVRKtTAKx1eqXRpErLiIQidgC00c7RWSnwRYjlmM7AhAFKMGJ0BzRw3ShckJaYSIvCEIFiNDYVtOGvgAbhLBZz+DgDGC2W8QBYMe8wk4KwhWKQqSwavAXl7BdSCdHKkTF5CrZAwRPKeWQaJhJzQD5z2DTow0A+O5xmq8NIyE8iBIKYDyTc0HqbDvlPeDTCBQ9PIZUq5wKUbX6dPaBnCDBczvTG22w+PRy20iiBXgEoDFugMPyJxcqW86R0hUEo1fKhAU+BoAb5DH0G/DaoXBIKskapn1HKU7VJ3bNfT6Az6Ho6g8RkUXjw3wTI3cHm0UHpEw5xjhRVVEFecjaKciFqhEvUYug74UvBYxn9uSi1Pw7CHAYuNA5LolCSGWwmR6A1Wjw+b8cutfnFpWqz7dVp05esWvfa27OrOvaSal0YXQhC2Ob3sMQcOLCDJ06179Kreau2RBYOjER9+/0P0BpCMo0nVQCd2SIpX6Z8ceQYjEIPJKbI9SYqly836TAWhSsX177Qm4GL4lOznYFEmdaqM3mjyTkwCsPiKIFIvNPrgQ7V4nVovHZLUmT7yeOjpr3dcP3Wqp31DVfv1p+7ce6npsOX7u46dnn9zoaPl26YNnfJ/M/Wrd3a8O2WQ9/vOQ3ymXB0AKBh+2cujuco/CcGgP6TUOjftecR/Of2LwfoBw8e3b9/HwD94NEtUNAPHl86duqHEWO6HT21cc6HE6bOGDpl+pD+L7YKxMtTs8yz548/dGh9YUFIo6It/mS6RcfPyfSXlSR/unhWRWUmCGGrQ1xTW1LdNsvmwjt1yR89tlfvPh2blxeu/GbZ7DkzOLw4jZ7fpn1BflHEFzDVdq0GTQ0IKylL6dazVTTR3a5jxedff8iXU9MLopmFKa07VQHLFHoFSCS4i5IykwBqcPMnZSZmF2XB8NbmtraraYthWEJiGMSvP+BITAoGQ563p09ZteobuBi3Gu+eOnnu8aOmxsbby5evzM7OhJet3/B15y7VffrV9ujVwWhW8Ph0i1ULTIQ7WSTmlTUvAu0ccwEjp7BOr0pLT4I/QS+DiFapZUBqo0mrUKJqXoBmwtEBmAajMVAdJoARHJvZZQLJDJx6Mh+olRLTZZxY6ZCnIo7iC3jh+N1utHwRDBQ00aBQkUoF5Z6Xn0mjYylpIZUGj0+0KvUUuQ6TKDGpEjNZuIGIFgBt9yh4EjIdR6ERrnhrINGrNMpAQbNQzjlQlCQC0CIRm8tDgQ0xnyzK4oaKVYs5LJxD4zAoTCqJHsfAUQQ0U0ABGnLlLL6SA1TFpZw4CgZkF0E/hOJVBAqlWKOV25ymWL4h5H0m0Ez4NKDhjXgAzXCaIEuhf1IaFEhZ41S1WSbXCwiZrDZLeg/q2qV3e+AvwBokMzE5afebkrIiwGidTQlnpDKJBQoWQByOCjoPMKGSm5ARAXzXdG3/6bLF/qifCOGA3xKwmMmhMphkENE46jihT2Jx+AwAtDBW7woF0hGuDJwpiDlGwHBUQFZCqH4mn8qXsOkcqkqvFCtEfQf169ylFgZQEqmcwURjLI1Ri4slmYXFaEklm4urDEZ3pG7g6Lfe+6ioooXBaWGJ2Y6QC0CsNjlAFzdr2WrhF0sv3rxN5wtxuUphMGNURhyTE0pO09tdKTn5IKgLmldKtQar1x9bXM5QW4wULgf0OBZHl6oM8cmZfKEqFJ8an5RqsFi5fOSdC0f9sz+a3bF/z8XrV2W0qBgz/e0th49tO3rmVlPT15t3n7z+4O8rNw0eN6Wm97C23Yd0qHtp4Mgpr7+zaPHKrcBo4DLhjCYoTKjp37fnKPwn9m9A/+PxLJifPp593V89iHc8eHDv/oOf7j24/rjp5rmL+8ZP6r90+ez3577Sva55VZt0hRZr0yHTExSbHez0TMeN64e71JZKJXEmPd9hlZkMwo6dytMz/BNffXHA4M56C9/iEIai2mBYPWBQjd2lpDEwm12fnBoEBNscKjYPM1rEOXmJeQXJkaizqCQNqF3aPCua6N3y4zqVQaQwCpasXGRy6YkaS3DvqYwqsUrMl6K7iFiJl1Oc3aJtpUIrozMpbq9DIheE4n1sHjUhOfje+2/v3bfj5KmjQ4e+aLFY9u7dC5dlz549V65cOX7iyISJI1PTw1k5ie1qKkMRZ1FxNgzY1Rq4cRkavUJnVKl1cr6Ao9WrzFYDfDiXz7LaTSqNXBtbKKjRKQHHAGUOl0FnkCVSAch2wDTAGhWOkQnhtpcoRaDOgEEs5NjlxGQaWgkdx0ARY9DliJ4WiOII2HRmrCSuRmWy6Lk8lHQYjsRk1YEANNv0Ygl/6defqzWypNQwwGHMhBfVBpbRznN6JYDmpBRbQrLdbBNzBSCo6UIFE5RpUUV2aYs8f7xTohIIxGxcxILLwuFSBUKWUMiCBoz9cXRUcBm5oBP5KBIOcQoUNACaJ2XHwu8oqLAAnxLjNZXBpQH1oPeCQQYxHQrnTsR9QzfARoMGLrA+5oNC843QBphI1BKiGLY34jXYDbATeSEYGFfCMrt1wF9gNBEQrTCI49MCJpdWb1eJ1XxPxA5/EjiOOTcEbBEFXgzKWmWSwlvgvZHUYG1dx8o2FUB/+EeElIY2XG1gNOhogDLQGY5ZAMcmYKEMojGXC9CTE6tpCztFckA2j0hOzY5VHIdek8GjwIgBvnHoT2UAAIAASURBVET47hRaeWnz4kDIT6LEWWxWl8eZlZOOlheRQbxTImmpGott9Guvr/thR2WbzsNGTwQJnFmUO37yeOgqRHLQ4xqj05OWVzj7409q6/oQcXXVHTpzJXKRSsMWSXC50uh0YxSawmASKtXwsRqrgcyh03Guye0isTg0OHyFRmuy6Yw2ENp8kdgfDhmsRhqbDu82e+wTZ0wraNfmWlNTu379P1u7adfJi9/+sO/41Xtb9585c+PRjQdNa7YerK7tL9L5AqnNBo+ZOv+L9V9v2Lft0KUDZ+4Ao0FK74hNFT7L5Sf2ZxlHn7f/FwH9LCCfPp593V89nn3/Xz2eff/Tx7Ov+6vHr++6d+/nn3+53dT0y+Omny5ePnbtxqlJk4dOfmPY6PF1hc2CL4+pNVgZadmWrDxXNNHg9srtTonNDmN/VSTenpEVdrg0chUrEDYpNSyAcjTJpjfhdX3afrN64adfvFveIpvNxSw2ZXpmfHzUl5IaQYmP4zClWhAM25Ys/djp1rVr35LBJi387MP0/BS42UBz+eJ9IqUI5DOIaK0FRvF8wqcJUgjaxKxUKCHAF3OTMxKLygqAbv549+y57zA55EDYU9W6Ij4xWFCc89rkCZ8s+vCLJX9/c8okLk63u4xuj0WjlWo0EpVaCvcwAEullcnUaLEDWnkMGyEb8BpHw3AJD0XOqSVwh6MXiNDicrj5aUxSJCEAEhIaBLkAqSgCBP6U8oH18IEACDaHBh8ObyRCBcBo+JMGkQUilukYw4VciVIMvJNrZNAZMHkM2AplAugS4BiA+3INypuq1kktdk1qelBnEFvtSqNZtnXbGgYLq25drDeKaSwMF1N1JqHRKtEYcLVe4A9bgdEUOgoKhn5IIRcZjGoEWQmPjiYGkfiFIT8vVkcV/umT9dB8FIBBhGRwELiRXxi+LK/fBV2XWIxqyqjVSqlUzOaycIkALfUkoTz6di8q7scTC9VGPY3DQgvNudzlq1cPHTly0PDhGJkM+8VymVQlo7GRPoULC+cukKHM0QOG9tFb1S8M7ElhYWqjFDoYJIotMlDZ/gQHiOjEzCDgG8VsWBVsEW3IqEHoqBgYT879ZOkinhIncylg0J2g0GmcCZ03fIlw8PDzgOEL7CfmHtkiVBlSrBbAKAf+LzGxSfyciGBt9B3FJjmhQ1WbUFZxpU4B/0trQolGOQJuq/atjVaLWq/TW81DRoxgCwQKna5Dl+6Tp041ORwYhVTXr7cvEoJBUGpWbr/Bw0x2d12/QR269Hjl9bcmT5nBxsWllVUqg0Fvtcq1arhcHKFQrtXyJZI4OlWC5gYEsaTYbDKDTWPzoI+FpzhCPCEtKa+kAMY60E5MT5cqNWK1DtcZW9e94ErNnL9s1fd7jx06f3vl9/XHzv9c33Dt86+3LPx87Wdfwd9XX57wtsYR3dVwacX3+7ccuFR/5u7eU3e2N1wH23W8EYxIrvS8bTty7Xdt66Er/y22ef/Ff8r+5QB9//79hw8fPn0vCog+d/7U4k8/at+hxeq1S+Z//NanS2Z17tYsmqKVazC7h291gkDG7W6J26d0+9Q2p8JslVtsisLiVJdHF4q3yJRMiYzp8RlaVBXsP7Rl9fpFr0wekJrhAplssihBq8LI3eE0W6x6vUFRXlkAO4e91M8f/D/svQeUVMXa99s555xzTtPT3ZNzzpEZGHLOOQpIFslZggRRgqBiQAQxoKCAkgxIDkPOSUBEEHG+/+72nPd8gsfjue+6a917zl61anXv3l071u/5P7WrnnIOGtw7Kzfl0PGDsxbMyi7Kjo3lBZ3JLDKNS4tpT2hqd9Blchpj79zlOhnqWG5JjtVj+fbIN/cf3dux+/Nfmh7UtKiAax+Id8G7Z/PIJotSrRXBGNAYJKDT7jIbjGoimgQhBgm2KjVSeLsQtkC/WCuBMYCHnpgWAf1hD7BfAlVSLvFi7W9DGyC0c/IzAvEevogNlx+FQFEih3wTQK9J+ShZKuGLxFy42IJoUJ6nAhpEFsmFEGV0Dg31n8qiAJRE8ysO1aITK2AVFEKZAKepM2uxQc9eXUDbispC7O75yaO692y3cvXi3PwkgoZsUm5+4nOThuIuqHXc/KJEKp1kcxrgYRBzIxg1GrUs1n5CoRPzocQAzZX/1jqBg8FKdnRiKkY0RAbUMYR2LPGFvGb1tWwuy2Iz83i8l156CZgur6yYNG1qYnqqzeOKxtGnG+1WpV4fTknxxsfbvV4SmUZhcpCPnTjZ5Y9/Z+NmEpkSnxAhsM6muwMumCXsFGYvmBCgMEkOrx0mwem3MngkJKOdGHoTl+RSGkUGhzLWFS+nJL2qRenzMyeQ2aSWnRv4St7ISaNIbJLJZ1Fa1XK9RKwW4DmJTw7iqfj7SBlsTOGQlEYJNDgsEE9GxBancih/R3PsZebfk1glSs1JccU5gXvcC9x6mZqI1SdWSIxWSygxQapUIHd43DA5pZUVE6dMxoWtb9mwdt0bwHdeUeHsF+aB0QKpQqU3T5g8fdzzU+csWDp24jQGV6gkYiRRWAJebOIuIlAf7DSNQqITY3PgkYiVUrBbb7FrjBaxUknMPysR4PT1Nj2soFKvxSVl8iSzFrwk0Jozq+vcqTkCo/uVtz++/UvTocbbW3YePnn23qET1+e9+NpHn+0fPm5mVkn9zMWvbv+m8cMvjuw6cg2A3n/mh1jQO9D568bbT6L5/x1Aw1r8pfQfB+jYX/72XwLQJxuPLlg467nnRy58cRqUb+duNVl5nprmydkFTpubG4yo4V+b7QKtgQ2xbDALbE6F26eNC5mR5xUmgA5Qcy6PrmPn+jPnv1vzxgvl1SkWuygYtpitimgnNjJ8dr1BlZoWnjHrOZ1Bmp4Z9sfZOnRsWd2sFFRyxbngFwPNqF1puakl1cUp2cmxYWnE4BSfDQnSBhLb6DAMHD4AKMFPwEp6Tuq9h3cPndjPETG0BnliStBoUUJy2p06Nhf+OFciY0P2Wh1GmVwIbopFBD2BV7NNLyT8/ehwNQ4xnR2UFNE/QcqLNR/HOioYrDqIPmJLuQDaOSs3zeN3QCDHxj1zuHSUhq+Ei82lC4RsuUwYe+NHNDn+AaCBYxqbCkUJQIPOUpXE4jSDxfGJQQqTDHwLpHxwAWoauCyuKDKZtdgLlUaKDxHTFXbt3iYx2a9Q8ZVqQSBoJcOzljNx8WUKFnwakYQOOQ/ZC5rzBWyTEQaS0PVylRheAis2GaD0b7O1RsdD86ITU8U6xuGQuCIOdg0jQSLmG8tFbrVbOnXqBDp37do1GIrvN7g/ncvc8vm2dza9B6+fwmIpdDqLy8XkCeMiSSy+OCUzF4R6dtzEupbtSypr9WbLkuUv1bZo5g36+g3u6/Q5YHtsbitOU21QCaRCADF2yjmFWf6wG2A1OjUqkxRgZYuJMeLF1QX55TmEpHVocbMqG6r6jRyQV1VAFdJ7Du0NOnMkTIVeDisu08qi4Z6JgTPEC1sWSW1WOAJWbEPjEX1sYu82Y6ccuyn4LIqG2QOggW98xY5KKosIgFIIEW12WCgMusvnJdGoqZkZQqkEn61Oh9vvY/G4+Am8Vum0BovZbLdpjSaQlCOU2j0BEo3F4IqNNg+NzYcLY3Y6o3PLEi8AwN9ouD6u1qwXQgHwozPIEK4VC1vC4EXnP7RSOVQi5h+HgT+qDWazw9Ohe9/5K1+V29xTX3w5nFPesuvg9Vv2XPuh6YPPvnv97c+mzn551vzVjRfvCpW28uadGq/+uHr9p5/sObHv2I1D53787vTdr0/c+rbx9v5Td5D/wwws/1fCNk9NKOR/Je0+fPUvpf84QGN59OgRdPTDhw8fPLjf1PT4wcN7Bw99deDQnt5927/5zvJ1by8OJeoHDWudnGG0ONnJ6dakNEtcWGdziU1WgcUusTqkZptUqqCbrBKXVyOSUiBUwYj+Aztv275hyPCOJhtfoaYlJDv1RnjURDwgg1Epk/Pj4h1zX5gCeas3yoxmBTEOwkNMMgQvD4COxnRnQswCxNHhvBZUG1QnVLxQSjySzWtVGZXbvty6actGuKugdmZeOuqhUi/NL81WasQur0VrkMZH3NiRVM5xe02BoB1UNVq0hGpWSZTECEAhmGWxGwBfs8sE7sPlB56A+1gMHewO66G2iCCibovFaYKSQoKCBqNVWhlPyDKaNHAIwGgkAFoo4UI4E1MsyoTQ0SA1EQPzDwANdQYQQ0FDLCNXaOXw/aGpY8DC6cjUUrjYJZXFS19ZEk4OgfUgrM2uj7Ym0wOQeGQS6Ox0meYvnJ6WEXK49AlJPiJsE4Xo5Y3DU2txbbE9C+o5pqC9AWcM0KxobIoYnv4O6JiWJH7lM2EVoN9hNhKSIuGEkEan9gW8drvd7/crFIqPP9mSlJ4MhOUWF5ZWVyakpYEmJCq1S88+dA7faHPtP3z8+u37Kr21qlmbVu269xn4TH5xic5knDJz6s27t3r26wHJ3K5zW4VWCWVKYzEZHDY0aXZBDoVJ1Ri1ZocRUhdQhvKVaPgKg9gTssenBLhSVtuurQBclUVN4RHt2rXt6qRGeUpBGvBK9NijR0e+EJG4KVKNNDa2k+iEJ+cA61KtCH8BtWMRPGCcGNEZbIlxhjJiSCEeOWp0MlwizAiDZLTpcZucPrvVZYHwJ1Eprdu3U2jUYDQuptZooLNZWAlAU5kMvliUlJZqslnxE4PDhYJWaI0SpZbJE4kVOrPDpzXZWHzR1Nmz80uLmXw2ktqoB6Phf+CWiVVihV6hMekgkwUyGS4jiY49kqGpScTU5kz85I7zwzvRWxz1bTp1HjgEDyKJI86ubLFt31GtM4FEVyRnVZFIouenL+7c85kT52/nlDS/dPsXX3L+mx988fk3Z74+QQB6/ykCvshB6miYjljw6H81f2JyrH8z33Pk2p4jV/71/D8O0H//Fxh9//69R4+I+Zwe//rg16af5i+ceuHS0e/vnu7UrWrMhO6pmdZwks4fr0rNdOYWxqVnuxOSrb44jVrHZLBJgXhDfUNBs+YFkNIqLScmq2lMUlFZRG/mQEFjA7WWb7EpI4leqGYkqZzVqk0VqK1QcZVqHvF0yohmBGl0fmhGNKR9bGQH+As0oy6h8oCYgDXQHGsxJEWnZy5vVnbgOFTD2ozctLKaIrVRDgWt0RMzieiMMpVGiMIhn1kcUlzIC1EJLkOKwuVXqaXQ8liD2ogCicn0VES8ZuzX6jJ74lzE7KseS6znst6ijbVsQkTjL0ic6NszrU5hsxuBabBeIOYoNVIUjmJlUgHkMzFiQiX+I0DHXqzxpDzksT55xJs0Kmn95vWoqzavjRudVsrqsQI0OYXZoH9iUjx2xObQXG4r1HRZeaHRpKqrrwrGe7E7mAocCQ6guCQPzorNYVaopIAFFHTA7wrEuXl8wqEmGjSincppgt/icBJvAok+Z2wwLmaQgGYAGhqfaOsQcD0+t9vrEktFU6ZMmT9/Pmg/f+GCwrIioVwskEkMNgsUNDx3dyDe6vKuW78RgvH9jz+bu2B5p2797//clJRW6PCEfcHwvIULPtr6cWWzKlA4nByZOPV5Np8nliv4YklCSjoJ7oRQotLpkeDy43br7RqLx0iKTgsg0RDzOsKi4PDWb36HI+NRQV4ORaiR2IMus98am5IcSjPa944skMOim1AI7iDBaAaJLWYIFFwKh4gfHXvnHJPYMUALooOJsAs4Z+zofJJ9BvcmxvvI+ASv3dZISoJcreIKBchxVRNSkonZVWhUtV5HptNAbayBgga1bS4nk8uDgiYzOGKFBuZKqbNwRQqcHpnBrqyrk2vV0ZYNEj5I1UooaLaQG32ZHJ3Ni0KistkOb6BVhw4TpkySqiG6rQabCT+l5WS9vXHj5BlzNBY7iUrfeeCwUGfzJuc0a9uzsqHLlNkv+8J5mfl1JLJw+tyXFQb33MWrh46duu/YuUPnb+0+dHF/481DZ+4i/+b4jQOnvz94+s43J64T4fxP3ngy33/yFrZ8Mv/62PWvj1/7f57vO3J139Er/3r+Hwfoe/fu/fLLL3/7Rkwv+2vTz/d/unPo8Nd7v9o2c/b4nbs2vbxqxsQp/Tt1q2jZNh/ALS5PSMlwQBertAyrA0JVAf46PcrsvKDBLKKzSEIJubgsdfizvfKLIpFkM5GSLBDaAHcgaIkkukFkp1vHF1JUGr5MwUbS6IR8Ic3pMVpcxJwpErU4Jl2BRVY0kqQ35HH47ZA2MSc0vyxvzVuvPmj6ieCmTeeJzkxaWJa/bv3rdq+ZyadaHXqDWcXhUwxmBeQ57EFSSsBgkkPz8kVsIMzpsqhVBElBNCacRy4R5QM4VpiIodionGKFUKEl5j9FdY2O6SAaPVBX6RwqGI1yIJZjvQVielyhFBOduiRcrUGJwi1WPQBNvCQUc9V//JJQpBSxo8MlYp15JWqJw+9AwumEUkIxRsfmiCqpLonaMKKxOyc3HaZl954dwHRT0890BlkqE3K4DLVa6fN5DAadQiETCvnI6UwKm8sQS/gZmSldOrerrikzW3RUxm+ABpigQGPR5mKAZkTHqatNKiKckwrCnkv00xBx9EYdm8tSaZTI9+/fv2rVqi1bttCZhDO+bOXywvJSEoNW3by5PxwGkiASr9z84fKNu888O7GsqtXq197bufvQ0BHP290hvdkGsVlWXb5izUqzg5gku33nTkVl5S3bdrA5fUmpWRy+LCU9Lyk1x2xzg9F0Hl2sFmQXZ8SCXINfOFqiOzyNlJiRiPz6jzfTi7LwISU/ffHqZTKtTECMnSFmq6JzmXypEPYDyIMrRryxiFKeJaIzBEQbDm5r7F7HbBWbCKdHiIBYL3tssHrdqlhji0qvWPvmq3BxcgpzhVIJ0JyYmgK9LJJB2FI8Ab9AInZ6PWA0fsJKbMMTCcNJyd5g2GB1JmfkmOx4RAF6jdnhqWneMmrMoPQJaawxGSQqhcqggzqOdcoGiLVmo1Stlql1ZqczmJiIr4RZFYLwEqCcweNRmByLx7/q7fUkHr9d74F51Q0kuvD01R+DSUVitSMhrWT0c7M9wfTi6tYTZywaOXn2irc37z5y5uvjVwgon7lNIPjkjUNn7+AzAejo1yfTd6duPTXhL/8r6atjV/9S+o8D9MOHD4mgo/+zPLr34+0zZ0/U1JZ+vuPDnV9+dPXGiXVvLx41rmd1XVrzVjm19dlVtRnJaQ4IZ4WGGghps/P9SHIV1emRSxVUt0/ti9Nl5gQGDe1UWJLoj9fg1/iIEdubrCKXV2OySvRGsVYvtNqVeOZ0BpFIQtPoBL6AOT7iBqQ4ErrRqQsker1hl9aqgpPLFNKisXXk8cnBxIwEOJ6EwvVYUnNSSqqLE9Ij4F1V88qUzCQgtUXbZk6/VSLnqbQSNo8sV8EGwB4YautK4sMumVKkM6pS0xKgQ40GdUJiMDsnDVo4mBAA9CvrK9IK0oFp4m2hQhjrm4XqikoLIwEZxY2G3TFYdXqTGqwEo/FfgZCNBEwTPakVQuDYgNPVK+UyoqU71jD9R4CmcWnABxAMpQw6xyXGldaUljcrN7uI+aJURhWhrP8mq+MTgxDs8SEf9rVm7Ypnhg/e/91Xp8+cYDBoFy6cGzduTGpqKoStVqu12+3QYBYLQcCUtERsiVRWWgATQqGSzDZ9DNBEdD3ub9NdxwAda3iVRSMHxVpa5BqZzqydM292QVG+SCJ0uOytWrU6dOjQhQsXVqxaKdcoPEEfg8cCoMdNmvTxZ589M2ps6w5deGLl/kOnfMG0Dl367/7qWDixoL6hO5ku8gTiwGW9xdCuc3uIaDKDAszlFhZt276LJ1SQafzVa9cfPX6JxVGQSOzsvGIQFtzMLsryhb3gKSwWrkOsbxxObdf+fSQmRaJXrnhzDU8pXrx6OfgVmxqcweOQmXSeRIAS8BfcRGfAIddLcDFj8T1iYfNiHbdjfbd50eH4sE+4+3jGwHRsjH9hR6VVxb369xj3/NiqumoGhw0Qy1RKncmoMeiJvnFmE1YCzSabFeCGmkYCr6lMFhFQlExPzcoTydUUJj89p4gvUSi0BovL5Y2PCyVHrG47RyQg3hBGeQ0/CccQnQCMJ5TL9VarJy4UTknp0a9PbnFhdmGuxWXjSUTuOL/WbGYIRAKVOq2wmMTmK8zOtLzKnJK6STOWjJowh8lRZ+ZW0jiKktrW7lDaiEkzDp+/3njjh/2NV4+c+f7w6Vv7j1/97sS1o2dv4+u3x67g81PToVM3n5qe3PLfS98cvfyX0n8coPGXBw8e3L9//6fo8isROfrR5SvnH//64PzF4z89vPH+h68NHd51z1cfVNdlqPUMm1MGpVzXIr9Z85y6hpz6lrm5hXEOj9TtV9icEJBE2A2AmMkhoj9n5wWcXll6thtCW6oge/wqo0UokpL8QT2NSUrL9ENu+wImoZgqV7ITktxGq1ypJ7rBhtMC0UEKYpAamEay+cxqswKyDmI5OSspkha2+2zQtgA0/NBgUhzhqwqY4CydS5aqhd6APSk13u7S64wyFoek1UuKS7MsNqKncyghUFdfVVSc63HbysoL27ZrcPvsFCYJSpyYbzviVRmVqCSgM3APkmIv+Ak1HDJKrpHqLdpISggyGWI5OhZMGgN0TERDWcMGxHpxxNq4+QIWTvaPAA3tDDrzZXwkSOlYEyToozFroKCJeJvEfCXApQykJhqp1RIOlw4DANMCItz94VZ+fm5cnB/30ePx1Ne3SE4Goyk2mwPS12g0g6cMFhVQDsb7RgwfPGr0M5lZKXQWmQhcFwV07KVoDNAcQsiTcWw4faJrB0yLXGi0Gfwhn81hPXz0EPbIE3DxtHC53Hfffffe/R8lSinRfKSSKfXq2QsWzF20CI7SsGfHpmTmW51BpzexuLzFtVs/79x15LlJC46cuGSy2UFnJIfXCXEK0gVCYRKFfu7ijbfWfyhXWgUifUlZg0rjHDb8eYc72LJ9W9wOXP/Y9NvOgBPXRGvRwt+H1x/JSCaxqI547zsfvZ+Yk2GL89q9bohNCFIADkrTaLcGIiGbx8GT8sKpIU/IGR0qyeRKiReh/OjQIdA5hua/J6wnRDqdmKALj1zHbu3JDJJMLWHxmRanlSsUZOfncQT8rLxcuVoFpYzLIlHIWTyuVKnAB3ylMOj4zOTy9BY7mcGpqG0uU+sTUrPXvrkhPaeAg0dHLOaKhcR8mxQSDIlMo4KCxhlFA16TBTIRzF5ZTU3rjh3rW7Utrqh2+Hzgstlpx3WG7dFbzWKlHIWIcAAKZV5FldkTl15QSSLzeBKTTOOwOsNTZ77Yrmt/lRHXmVvXsTuJIxoyfuqh09ePnrt1uPHmt8cvHTh+DZ+Pnv4+9vm7k1eezLEl/vJk/uSW/16+/+gV7P1fz/8yoP+/svwezP9sIVo5bt668mvTT/0GdG3ZuuLwsV1vv7ts0tQhZy98065j9XOThjZrnpeR7YU0dnolxeVhmYpUU58ONZ2YYkvP8hjMPItdBNWsNbKwUmNg6kxsT0DpC6rh8GE9tLbZRuiaYNiSlRuv1LCRzDZQ3iBWsiUaritoDqV6DQ61RMNXmaRqs8zk0gsUXLPLJIvOlg06o6KKlCJvyAOAYiVyCFuiUUIr1llUZptWZ1Q43Aa9Sc4X0kwWpS+Ayk/X6BV5hVkDBvZGLVKrpLH2XCjKZ0YNRW3UWbXxaSHitSSVxODSpCoxPkujU+ehusY6I9s9VnxwuC1AM6QxdDRw7HRZAEF8gDyXyAVanYIYbhdt/PV47fRoqyKDTxcqBBBlsdDDWEN0BKaSImkR4Dg2voNETEoitfvsxBAShTAWpC02nwjwBECQafBomaPHDE9LT+zareOiF1+AZHY4bPfu3Rs0aJDd7rRanNC9FDID0jEtNYvL53D5LIfTcuPmFTKJiDRid5hgMOAHxN4HxgZuIBGD1CVcHB4ub7SxRQwqQbMLYWl0itT0FI1OnZic4PI4O3bs+NJLL/l8Pq/fl5adjmuSVZCDHM44iUrdsXvfjLkLuvYaAI/+4NGzUNDfHjy9/csDSJOnz7e7PfGJIa6I12dgXxIFeCK7/bDigdnzFg9/duKEiXNNlvi27ftx+br1Gz4TiDUWlwNOBi5Fuy4dsAvoTVwxo908Yuzorr17kmjk5WtXk3ms2z8/PHzmdOPlS+64OBqHE+1ibKCy2W9v3ACxSecyY6OcJBqh0ihzxTnhJPGi4zljQ1RiwjnWdzPW6IHPscH6AHRFbVnXXp1zi7Jj3UtINCroDEzDuuCDUCqBExBOSiRewFIp+Ar5XFNf161XT7XeIJQpm7dub/cESquabdj8yegJUzp261VUXsURiRratZFpFHqrMTE91WCzSNVKtpAY8kO8sxVwho0avnf/fk8w2KVnH6JfJJ1l93oVOg3RV1qrxkmpjXr8RWO1WDw+gUJNZgmyCqvJLEkkOX/1axsDocyyqlYaA840zujy51TVzly6vLpt5/q2PV5964Mzl+6dvPD9gWOXT1++e+rC3S+/OX7oxNWDJy8/mR88fuXAiUtP5kcarx8+dfXJ/Njpm0fPXH8yf3LLWP7kHv95/l9A/xpriX7868PLV85s+3zzzi8/Wv/eyoWLJ32+c8PWz98pLc/87uAX/Qd1bGhdWNs8q6ImMRBSVjVL7tGnxuLgs/nE7N2Qz/DnzHYBvmbkeMBlpKQ0W0qGLTndmpBi8sdrjFZebkFQpWU53Cq3T8vmkYrLUkeN65+aE++L2J1xpvgUT03L8mFjBnbt28EXIYQPahdwDDHFJ0IlCAEyX9gHmsRi9ERdcmL8BVfMVOqlYhlXoRZBQWsNUihoq10DBY2k1snnL5qDutSvf8/4oJdMIWJfCOAv04i5qfwRn9yogI4OJPhBYW+QaHKBokEi4g5HXV3kcRF/cloESnzK9ImQ0ijN53cmJYcIvSxiQ49TaSS9QRWKJ9oiaKjkOrk5Gsza4bd7E3yk6Ox5MADEeGKLlhQNJI/TQeWMCWpCWrLIsbmdYmuiM08T7+tgYGx2Y99+PSCEu3TtMPH5cQqFLC0thUajabVaMplKJtETIikyqUqjNi5auNRiM3N4TINRk5WdNnhQ39KygvkLZvOELGLEXbTDb6ybHeHgRyd/Ah2ILhBMYtwjBDuZaK1meYPESPS4+MArK1+WKaRisTg1NTU5OTktI/27IwdECgmuSU5RAaRrXkmJSK4i0ZhxkeT2XXoA01s++3L+iyveXP8hiQaTzB4wZCg2/qXpMc6xoqa6dft2LJ5w1tyFs+a++N3BM+WVrZ3u5HVvbfH600kkYWVNKxKdrjXrKSza3EUv8GAotUoSg2gNgEZOzc5s0aEt0aeia5dIZsYHn38GQJfX1oZTUvzh8AeffipT60gUSnwS0UmcIyLCawDKeIpsXissvehvs/cSxik6KiemnWOdWIhu4LGJV2Q8jVGF2wePCuUUV5QoNGqNQZ+WlRmMhIFmHIBYLjNaLVgfa57GGvw0bOSIF5e9pDPbggkpNDa/pLK2pLJuxJiJPfoOZPFFrkAAtIVSJjOpJocNl67/0MHhlAQ8Brj4hMFjUNJzc1esXbto2ctDR45u0aY9ME1hscIpSUI54bUI5WKo6YS0FBKd9szY8YWVNaMnzvjiqyODho3ni3W1zTsqtbZO3ftaPcG16zfNWb5i0/Yv6jp1nTB9/odb9565dPfkuVsHjl08cfZm4/nvvzt64TDE8tPSoROXn5qONF59ajp2+vpT09FT156antzjP0//BXRsIQD93YGvvr8NHf3DytULFy+bfuzk7qXLZ279bGNT071LV47PmD1qy7a1qZlWf0iWmWePpGgzchy9+zfvP7iVwyNF9VPpqAkpFpdPbrBw9WaOyyeNC6u8cTKHR2h1CsJJhuat8lhckskqigsZK2syFy2ZzBeT/BFbszZlnfu0Ti+IGBzKhIxAVlEqpLTNZ9bZ1HKdzOQ0QupGI44SHY/40SgQMflDeOhMYuomiGihhC2SckDnWC+OQNBeVJKJNGLU0NnzpoNxVpsBVWnylAlQuJGkoCfO1bZLm8KKAplBjtpLBP0QMMFQ2AN8hmBHre7coyOdQ+3Wu0sg7GPz6MA6h8+YMXuKWMJr3aZ5dIrCuITk+GDYFx/yQeRSKSR/wJWcAheelJyRiIrHFDCMbhMOGERGUdD7QDDEXRTZNKVBCYgA01YPMYkUtDNHzImNoo5NX02MYaGQWGyqRitnsigut83rc0JBK5VyCoXidDqFQjGJRLFa7Wq1FkpPoVBJZOJQJK64JP/U6eNul/Xtd17fuOkdYt5rgvhEinWzIzz96PSpsR4s0VdwCcgjKWGJUty1V5dnR48kU0nQ4127dxEIBCqVCpj+9rv9H239GACF680W8q1uJ5RdRl6eUq9X6U10Dj8zryg+MfXjbTsKSit79hsCT3/hkqX1LRsgomfOm+WNCzRv1ZJEZXD4EqcnHo5bYnJBWkZpfmGznV8e5PDUvfs9k5mf37J9W2jG5atXQk3j9HUWE3Q6QNyzf3+gcPLsuTSBcNKcuT0HD3l+NkwvLSE1IzUrFxAkkekuf5BEo1U0q2FCPMiI4E3ALu4pElyE2BCkv0P5H2GNJw0mOSE9glsvxB+jo2kUWrnT5xJIxDEKI4eClioV4DKTy+GJhBQGHbBOz87yBeOwhujFQWXINYZO3XtbXT62QEaisJ6bMqOqrsXy1avhBEhUMmL4JZXsCwUz83MBXBhmolXNrPeFAgweL6eoqN/gYa+8+vqade944kJqo7GyrtYTDEBi273O7MLcgc8MlmlUbTp2Afe37tgzYvQktd7RpcdAldZGZQjLa1qwRFJnfHjm0mWf7N33Q1PTlu1f7T905syF70+du3n05GWkk2eunz5/68Tpa09NsW2eTMdPXX1qerKEWMJenpqe3PKfp/8COrb88uDB/bs/3IwC+scz5w7tP7Dz8rVjr72x7NqNs/cf3Dx4eNejX69/+MnqZSueKyzzDhha36whNafQVVOf2r5zaXq2U2dimmxcT0AulJKQBBKSWk9x+YV2D89oY9jdApmKNGBIa5tLnF8UGjm6l1hGhvOemOZUGngKo0Cm5/HkNJmOH07zxSV56HxSbauq9PyUmL4j5mciAi4rBXJidozouyOi4wc0DkS0SMGTqoUavQyMFsvYFrsmFHEnJvvdXpNCxbfYDQq1ZOq0iWnpiZFw4NU1r0BEl1YU7vlm17jJYzv36lRWXw6vFsLc6bOz+AxCOBOzdUiJwXVcWnZBJhjhi/d4A87CklylhphkbtToZ65euzB8xOBVq5cXleYF4j1Z2amXr5xrVlsxYuSQ6poyKoOEYxs+9pnV61aRucSkKqj/OrNGrBAC0PADiG4b0f5VCr1CrBKbnCaJGhaGTYdDEH15GJ2PkcPg0pnAupIABABtMuvYHDqLxVCpFFwum8/njx8/vnv37hQKbfjwkTdvfl9bW4stpXKRWiN/cfH8Hds/hSEJxnsdbsL8PLVNnBmdqooIgUIlieRE90Qamxhurtaq5EoZMA0FzWQyo+0qDolMunXHNmJ2VxoF3ISyIwbF0alKvVau1TL5fDjyoyZMgIytbWjgiqR8KSw3tUuP7gC01qRLTk/LLy5S6w02l7f/oBHlVQ2fbtu3ZNlr5y7cmThpXodO/dQ6u1ihRsk0DmvGvDkFZSVgdCg5GQYgLiGhdceOi1esYgrF7nCkrl37k5cu17Zp27x1u+KKaovTe/BY41ffHbZ7AgqtgSsWcsX86BgQok9h7BVorKH5H5s1/rG5A6ePRwtWWWNW09iEZgejiQE7FALKZrtNbzYh9wT8djcx1Q4S0IyVTq/H5fMC1nyxKDk9AwYjJTM3nJzerXd/ADqUlEHnCEh0lliplKqVADEKLKmq4EvFMG84SGfAGesOCP4KZJJnx4/ftnP3has3r9y8s+WznV179Q0mJgLQCp0KRp14KoTcgpJis93h8Aamzppn9wSNVl8oMYtE5gTik2EXjU5Pcm7+4QsXT9+89d2Zs40XbhxrvASSnrlwE4w+cuLCscYr5y/fbjx7o/HstSfzKHZjOP6/8igur/zr+ZMl/3v5fwEdW355/PhRU9PPj3+9f/fe1Ts/XHrw843bdy98/Mn6t99Z+/n2jx89vg1BffLMl916V3TrXdaibVpOoaOkMtizb+3Y53ogz85321x8lY6sMYDUfLWeZrKxw8mauIjM5eenZJqA8txCf23zrMKSSCjBklsQSs/yqPRsZ0AnUjNkeo4zqHfEGWx+nSNgtHi0kfS4dt1at2jXvLK+AvxC/TG7zIGEwG+T+0VVDwQpvFHQGSJaqRFLFXylRujymhKSfP44m8OlRw6Fu/mj98wWndNlUchF725487XXVz0zcvDUWZOLq4ryy/LSCzOIPnYqUTAhIFNLUD9jkyoZ7MRoQ+xXb9GixuqMqg6d23Tp3oGYBdSkqaktd3tsLy5+we2zt+/UOhDnvn3n+u3vr3308SYuj2GOjnSITaBncBFB15IyE2PvnVx+4l2Z2qBKyUymsigVteW9+vcMhP0JqRHoNRIxJpsBLqj0Sr6EB1bCJGBHdAZJpZZCPnN5TB3UqkE9ZuzIlStfKSkpatu29datW1u1asVgMObPnyeS8M1WQyyYdb++Pda9uWbhormkaD/opwIae/RHfDjODt3b29zWUeOfxa6Jg4yNbSOTyipKQWeodTKZiB/00opX6Fz23Qf3JSpF9769FyxdzBLwSHQycIPzmjZnBoVFi0uIl6rlgUgQKAe/oD2JN2lUCgCHAvsPHlJd12LL1h2wup9+tmfgkNEzZy/NyC7Z/NF2hdpUWFYJrJOZTB3RI4UIUURhckRyFU8sw099hjyTlJX71uYPlWYrlS8ksbnNW7ff+OEnOYXlsThw2QUlw0ePw7/ESrlcJ+dEp3cRRAfu40Osy+ZTAY3nCo4ULgVEdCQlFBfxw22KTwwarEaDxWy0WrRGA8FlCpnGYiLJVErIZ3BZpdMSPaOpFJPNmpGTm5SeRaIwwGiF1hhOzsRRwXjAvVAZDETrBBUOgQEX1h+Oj+ZxuPI4yIb2DRDXWHOksRHaeddX+19e/cbCpS+XVtXSOByAGz4WjpBo2VNLcTHJdIbR6mho3aGhdaclL632+CPtOvYQStRJ6dld+vTbc/BQfFbWS+vWAdBnr9w6cvzs4WPnzl+6efHKneONF44cP3/63NVTZ6+dOnvlybzxzNXGM5efzE+evnLy9KV/PX+y5H8v/y+gf1ti/e1+vH/71Okj695aue/rz+7dvzJn3vNFxbkA9917l196ZWardgXDR7dV6kkN7dJ79a96flqvqbMGdOhSEggpbW5uUXmg36AW0cYNOHl0tYEUTJB7gyKHlwuat+mYZ7SyFBpqp67Vh499gdJYXJLFKU7O9obSXGV1OS06VPgSbAwhSW2WZBQQPV5lOkLXGB0GV5wLaohoB2AQ2pZofVYKUdliPZcFMmJ2UchnrUFutqmdHiPQbDQrcvNTJkwcMWnqhMXLFjw/aVyLhtpTjUdRx86eO9l45hgqQ1xiIC03VWVRE6zX/xZ2g+hlRSeVNyuD5i2pLDLa9LAB/pB32sxJZZVFI0YNPXn66Acfvnfp8lmo8hfmzwKvf236+czZE0OHDaCQSQ0tm9U2q0hMCRFDELXSNW+9KjcScyrCCUAhAD0oHE4O+UM+7EVnBvqpIPLZS2fyinOJ4Bt/A7RcI+OKCAXNYv+PgpbKhBQqKTZjgEIp2bhp/UvLF9vsJrfbCWoDo2IJH1vKlZLtO7ampSfFXhLi9pGjkfae2sQBy4RLDZuXVZjZs18Ps8MkkPKx69ZtW7k8Tp1BS6YSdOZwOG63WygWofzU7Eyo5jVvvpGSlTFx2iSrm+hpQOMQHQe3fbkNuIFfkpGfziHiEBFNNHQ2C6JPJJPK1arX3lxHIlOMVhubL0pJz+EJFSQSE755Zk6xzuggUZg6sw1cJtpMDAaJSmX3ehlcAZJMrRNHoyqTGOwRzz2vc7iMbq9EZ+jeZwAk54Gjp7QmRzAhjeh9TGfXtWoFQKuMKkE0bD/MOQwS0d/ub/1VnmziIEaHMwhHDSo7NkBJSEzLwpZrFFNnzli0dAkxkpBM6tqzx3OTJ4HXSDEdrdRq8BPwHR3JQqlt0YotkCSmZc1ZsJhEYck1uJ7KhNSMFWvX5hYXTpk1zRP0UVhEd3JfKIjrhoPEfi1uC6xaKDnxrffeGz1hUkJq5vQ5C/OKy4MJKcSbWFxDHj32nlmpliUkReoaWmBfNqevsKQ6LpSCayhTGtp17JaRW0CiM/1JyZHc3EPnz3978uTJsxcPHzsDRp+9cB2MBjqPnjh37OT5KAGfksDup6YoqZ+SokR+Snpyy1h6co//PP2HA7opmojl4cOfjh47+MWXn61avWzY8L6bNr9x8tS3dc3L2rRt2LP3ixu3zucXRTp1q+jep7xzz6LVb0wZ9mzrMc917titODFNH0nR5hV7IJOtTp5EQbLYRWI5SawghZKUkVRVQpq6TafsZg2pUNlQ0O07l2fl+usb8kaN7VVdn5WeHydUoYaSvBFzTauS9j1alNbm2Xz69R+sm7lgCmoL0Ak3UGlQJmclR708IZQOMApBQUwgIkHd5XDFTJvTYLHrVFqR0aL0+Mw2h7agKH3GrOdatqmfMXtKfkHWjJmTwyH/7DnTkpJDLyycnZyRWFJdXFRZGEyN94W9gQS/3WMF7mOtscBWn8G95RooLrbBqiuvKb1151pNXcWqNS/DZqC0Xr27gtGjRj/z9rtvdOvZqW+/Hi+/siQ3J12tkYUjAdQok93Aiw5amzZ/OnxYgtHR0cMsPpPCJO/66stvD32DNUigANaA2mA3iAw+SlWS6ASDRGQMuUKk1SliIwnFEiIMiFRGDIfBjgYM7I0jASMiCcG6+iqX2yYQcvRGjTc63W33Hp0TInHUaFw6g1nzRy8JwSzCwaeReg3smZmXUdO8Gnaic49ObC6r34C+Hp+biI9KIqlUKhqNZrFZC0vLiNGDcX62kC+QiY6dPoGTBV/EKqKFt7pFFZlNkmpFzjjCe3AErGaHxeZyA2et2rWVKKUKrfKznTsmTJp8/vI1nHxaZt7wZ8eRaVyg+YvdX8vVuv5Dh9a3bh1OSaFzuUKZksUXeYNhYoyG00thcgUK9TNjJ7Tr3kekNsgN1kBS+tVb92qat2HxpaGkjGYN7aBbZ8xd0K5LF45IEItYGxsqiTwWceWPXhLG2kCECgFcKAAaT4JSJzfZjSw+WyiVlFZWTJs1c8CQwUlpqVanIyElGVfV5nIGQvHQ19ggNqSwS4+el298H0nJAFsD4SRPXIJAqpap9SRYSCoVVi2Smth/6ED4HGk5WU6/V6ZRGOwGYphM9D1hfmmxVK3e8tnOMc9NLiitpnMEEqXWEwzC2OBc8AhZ3GYagyyWigqLi6bPmPXwl6b+g56xOvyz5r4YH0mpqm2By2V0unsOHnT1wY9IXx44AECfO3cN6dSpSydPXkDe2Hjx6NEzp09ffmqKbfxkOnPmylMTCnxqwl6emp7c4z9P/+GA/vtCdOS4fOX84iXzR48Ztmz5C42nD546c6CoJBOa+rsDez/fsXn0uL4t2xZOmNR75NiOn3/5+uDhrd5cv+DV12a2aJXl9AiDYUVhia+mLkmqJDm9Eo2BarQxymrimrdJ7dAtf86CoQB3TX1qZW3S5OkDILST060tWhWR6aSEdE8oxRlOdUXSvOl54ermxTlFKTKNAFqytLowlBRs1b5lblEeR8gtqy5PSE0EvEJJ8dCb8EDFChE0oFIjNVrURaU5To+ZxiQpNcKs7OSEJJ/Pb6+qLu4/qOfAIb2ra0rsDgOVQgTIV6okS5cvQoq1YNi8VhQiU0P1RFR6BfQy3Nthzw6pa1kLV5fKIqdnJU+fNXnM+JFun33h4nlFpXmTJo/PzcsoKy9MTIqHpm7esjY7J40I7CnmAYg9e3UZ99wolIyDHzh8AMrPK85BbccaQi+zae06t794+cK69W++8+7b5y6f7di5A19CBKRGLhBxgWmJjCAmpKvkb5Ps2R0mEAGF4wMR64NDm/fCzFDYD0GtN6iA6ZjKxk+xoBwaHdHVZNgzA8kUUlIq8dIy1qmO9w8d7GIJh6TSK+E4I4fxUBtUeqMuJy/7k61bXlyyyGQx4jCSkpJEIhGZTHa4nDgIyFupWhmflEB45XQyV8yvblFt99l5Yi5OuaZ5lcVl0FvVroANp8wV8eCPu72eSHISJHmzhrqhzwxj8wViiSIrr5BEomsN1uKSyoTkjJ69+qt0xgFDhg4b+axab8A2Sq2OxmK3aN2OyROS6KxAOBFSWmdzfHPk+Jr1GzKLS0k0WBdj2469zl68JZTqVDp7ODkTKFdoDVQ2UyQXC2XETAU4O9hyJo8uis5y+fdmjX9s7ogN3uESc+nyiDZoGkkiF/jiiT6COUV55TUV4eSIzqx3+d2hpLDeYvAGfc3bNNg9xGtMtUGDnxhcpi8Yl1tYYrK69Ca7QKywOrzhxDTYIU8gXmPQM3mszLwsHBVfIuCJ+SQiGJORI+bAu8ouysYDj2M22u3Pjh+vt9gNVqc7EK82mDkikc5igi3ExaRzqAVFuVDQZCqlrr7FO+s3du7ea/qMuXQWf+y4iTKVtk2Hzi3atr1y5/b2r/Z9uHP7rQc/nbt09eatH65e+/7Y8dMHDx1vPHX+zNlLR4+dOnX6wlPT+QtXn5rwr6emJ0uIpZON556antzyn6f/3wL6X14eR9Ojx78+PNl4BAr67g/XHz2+u2LVi+OfG/7Fro83bFw7ZFiPRUumtu1QUdssZ/LUIR07V46b0HfQkPanz+5tarpx9cqB3bvfXbhw1NixXbt1L84psKRkaVMy8QSL8ktdJVX+uIisbcdCvZnTq1+LDl0L3t08t1OP3GYNyUWlKQaT3OHRmWxyu1tTWpntj7fCkdUa5KUVhcGQXyoX7d67q7auZuDgQfPmv5CRmR0KJ3y6bet7mzYAHE63bd78uWkZhJZJSAy63FboSqNJo9XJQKVAnDMrOxX8CkXc2AtPQIWmzi/ISE6JD8a7K6uIKHEqrWz0uBGohxwe8+tv98aHAwoV0dPZbNOjMthdZo/fUd9QE4snp1JLfX4ni03NyyfmeK1vXg1GM5jk115ffefuTbVGnpQcjh5JPD7Pe2HWylXLgTa1VrF6zYpBQ/rLlRIUDm3bq1evhS8ueu211/bs27tx48Yr1y5jwR9FIkEwFIeSP9n6EUAsVQhR+OpXX07PSLbajNDIHq+DxabJFeIRI4empSdhm2C8r7yiuKKyxOmyduzUdumyRTqDeujIwaj5v42BFLHjQl4SEdSUzBUwiclHoin2mUh8FovDxN65fA4uJg5g7etrunTpYrVaFQqF1+s9evQoi8Xi8/larTYQCEBBC+VSmV4j1alJDCqUHdihMxm379rx9YFvZAopTnnIsMECET8pJRFlUukUQXRYBzHEkUzS6XQmi1mnM6RnZE16fprBaB06ZCToDA9dpTIlJmREgx5RWrVpPXnqlLrm9QaTkcVhK1WauHAEHn1RRQWTzy+sqiQxGd5I+LkZ009dusKV6GQah0RtnT5v2YSpL0g1lsy8EncgFAglpKZlUGhUFOJw2flCDq6tP84DfwhSGkpZZ9UyuDQKkyTTiCQqgdoo54gYMqVAquDDzEsVXJtdL5ISsxeyJBx30D1i3Ii5C+fEJwbJLDKcOb6MP3fpC1aPFZZJZ9V16tkpkhKOpCQIhOL8ghISmZ6XX4z85VdW2uxOnDWOxB/nmzZjqt1p4QnYVOJEibDgRCzyaCcfjVkDNxGGQWvW271OXFuNyYAkkEm4MDQalVQth5xPTk3i8XilpaWbN2/euPH9L3ft2bVrjz8Q7NOnn9vjk8mVCpWyY+dOB48eufPjvV379p49d+HcX0kXLlz6S+ns2fN/KZ0+ffYvpf9wQP9G51h69Mv9U6ePnTl77Oix/ZOmjG7fsfm8+ZPfeGvZureXNrQunjt/fEPLkuEjei5YOOn1N5Y8fHCpqen7xpO7Tp/a/fCnc2+/uaB/37rBQ+o7dM1w+GmJ6ZrSqjgA2h8WW12cth2LC4oTFr80CQ9ij/4F/YaWdOiWiwe0oDDb6Tb44yxqrUgoZjBYJLfHAinK5TFzc7PFYuHMmTO3bdvmdnvr6pp73IHBg4c+fvz400+3dO7ccdTo4W4PNHIZENnQsll0rF0AjObyaJDJeoMCdEZpLA7JbFX16de5S7fW+Eki5ebkplptOgBdIuVDkHp9Dg6XkZ2TDoIwmBToa41WTmcQ0MeRQKUmJYdGjxkulvD27vti8wcbNr2/vkVDLVaOGv3Mre+vlpQW4ACGDhtINEeqpOBml64dTGbiFFRqmdGkJUVbKu0Oc3JKhEwm1CiNxuDxBI8ePb59+/amTZsyMjJMJlNcnJ9EIg0c1PfBw3uPf30AqwA5/PykcXv2fgHbKZOLmCwqyu/eo/O06ZMI2OlVkyZPWP/um59u/eiF+bNTUhMMRo1YKli2YonepjPY9UQHmOgbTkIMKkX/A2UBk8f/e2K53US/PbVaffz48VGjRl26dOmVV17BGpfLRaVSp0yZYrPZHNElMzNTo0NpFIPT1rpLxwEjhpVUVRhsFrVet/njjzw+r9lqgdBevXo18qlTp+bl5Y0ZM4ZGo6EE5Kj6KPaLL76YOHGSQkFMQv7chMmb39/S9GvThx9s27N7f0pydr++gydMmIjti4uLN2zYsG7dupycHKFYVFZRXlRWmpGTTWLQjHZr+x5dV735+rnrV/YfO7Fn/zGrO2HX18ddviQSiavWO7zBxGUvr574/NRWrdu6XB4sOBFcXgoZzk1XeDOJGQnBpDi7zwZBDUZzxUyBjAMo44Fk86iAMh5Fr99SWJyRkZ1g8phJLFJ+Wd77n2x69/13OvfoGOuVKNXLKlpUbtvz2fzlC4Y8O7iyvmL46GHEq2yz1e+LxxOL4mCKfL6AQCCQSqUKhSwSCeHBEIq4eEjKyouQQw1gp1aPhcQkXgNE0iJEp3gqSaaV8SSCzPxspZ6Ir+T0e3HWfKm4pKLcardVVVWtWbPmzp07uKTnzp2DmYdzw+VyYfXXrl3bs2fPYDCIC7h///5ffvnl3F9cLvzF5exfXE7/xeW/gP6N0bfv3Lhw8fRXX+9qPHUYIvrb/bv37tvR1HT/9TeXDhjcYcz4AelZgTVrF+Xkhq5cPfbNt9t2bt+45tUXnpvQb/P7K375+eLGDUu7dCoZN75T34HlrjhGarahrmVKy/YZUMrhJF1iqvXznRvWvfPixGk9Js3s0m9omcZESkhyAzQjnx2sM0i9PptUxquugfQgaXUK0A2V+cQJeGKn5s6dO3bs+C++2PXss6PPnDmzYMELy1568WTj0aamn8sriha9OGfc+BH4L1icnBqXl5+u0RHOPuqYP+Cw2NQiMVuhFKLk5i2qdHqlw2kGvjlcOvRvSWm+QMjp1r1TfMgP0a3RKsA4/FetkQHH0MuoQiC+XCFq264BUB40uO8rK5YC6wMG9p42/flz5xs3bnrn0S8/4b9ff7Pn7LnGrds+3rvvS5GYB55qojE/pTIhdqFQEsMZQH9gwul02u1OwAsgQ6WaOHFiVVWFyWTA+aanp06e8twHH27c8N5b2PW3+/c+/Pnex1s2Hzj4Df6em5e5ZOnCH+5973BaoKYB7vrmNd98u3f3np1rX1u1/OUlwHdGVur8xfNicaaIQYwUYoIY0ESlV/wRoNlsphiWUChsisYAOHDgwOTJk3v37h0Oh1Ht5XK5309YjhjEjWaTSqeFJ56Wk/XOpve69+0NcCg06m07tjNYzJy8XKAQLgIYYTAYhg8fjn9xOJzq6ur+/fujNI1GEwqFgK1evfoY9JbGk2dB55s37s6cMQ8fvti59+CBo1lZOfgXjBZ2TaFQIN5x7jKFnCPgv7BoYSg50eJykJn0E2dP37p39/DJkw8eN23/8tv+g0d9e+DkkGfGbdi0RaW1vLR81dFjjT179WnVqg2TSZxgUlKCx+NKTA6XVBbVt6nLKsw0OY1KnZxo5OGQ+FK2Qi0CmiGfhRIiCCIUgz/O5vQYgU5PxAtoai2ajR9ueOHFudkFmS+vWZ5Vkm2PcxxoPHjh1sVeA3vGAL1izSsNDQ3JyamlpeVgNO51QkJCmzZtcK/1eq1SKa+rr27dpkVpWaEyOuiUJ2QlpIY1ZrXKqEzLTTU6jFKNND0vHR8cPleLti3jk8IgtT8cj+sM4+TwuBtatayoqGjRosUbb7yB2gGkwuZ169ZtyJAhcHGWLFkCZb1y5UqsB6D37dv3O/7+6fJ7AP/Z8nsA/9nyewD/2fJfQP+Wfnrww8Off/z+9vXvb1/75fFPqK3QcY+b7t354eK7G1edv3Ro9rzxn29/790NK/d/9/nefVv69m7Tu1fDjOkjNr63/NTJL8+c+nLPrnfOnd+x+eOFa96aOH5y1/hEhSdOWF4TH0rUxoV1CjVjz1cfVNVFiitdMi0plKwwWSX9B/TKzkkDNGPx76FbITHgv/sDbrPZKJNJ9Ho9pNz777//1VdfXbx4ef78ed98u2fEyEHlFQUNLWug8Xd+uUWm4A4a0v3VtUtUGmKabY8PLq1WrRVYbEqJDA4yESgDDNUbVIVFuW6PDRq5tKwAK4uKc+kMMiQwagvkdiDOAymNDZJTwoAXMB2M9/bp2z0+5CNFW1E6dmrjdFnAazjLS5ctRIH3f7pz/6e7p04fr6gsAaB3fvHZG+vWYGPQ2WY3VVaVllcUB+N9OCm1Rg7phDOCnnI63aAGRCUw/emnnwIcTCbd7/eq1UqL1fDexnfGjhuJQhYsnNO+QyuUjPKxRxwhOdrvDeW89fbrsGHYuGOntteuw5V59M76db16d8OvZdUlIiURolOuk8Wm8oo1QP8RoGEbcDCQmTB+r776Kqr04cOH4+PjUc8HDBiAgzSbiRlVQF6r1QoFbbJZFToNhcUAK2kcVu+B/QcMGdy7f781r609evwYHimAeMWKFUVFRVqtFg7QrFmzfD4fzjSmysHcAwcOQV1u/XR7m9YdLl28fv3a7Z49+r234YMHPz0mkWgymQI7QiGxGKdt27Z9e/072G9dQ4uCkmKi0x6NAvcfux4xdvSFK0Tz6PHj5zp17nHq9IXFS17esXPP4UPHw5HkefPmFxeXMhgMt9sN8zBw4MClSxfLFFKzw5RZkOGJd/NlPNgtmVoCQAvlXK2BiFir1Ii5AjqZSqIxiAlrcOkCCX690xCLbhgI+wpK87r26jx9zlQI3slzpyhMyvzKgq1ffAqC3/rhRvc+3XDYbdq0gx+Qn59fWFg4bty4pUuXdu3aGXYZTuHYcc96fc70jGTcvkCcW6YUGW36Np1bOwMO2NS61nWeeI/ZZa5vU9+5Z9e0nAyr2x4NDE1mC/l6q1mp1Uhk0sWLF3/++ec7duzALbt169bWrVsrKystFsu33367ZcsW3MH79+9fvXoV9+Lo0aPn/+LyewD/2fJ7AP/Z8nsA/9nyHw7o2PI/Ohrpl8cPAJ17P34PsQYp/cOPV44c2/vLr7cXLJr6wYfr5s6bOHPWuIzMYJ9erZ+fOGjnjg2LFo4fPqzj3t0bTjfu+HTrK2Q6qVnLcP8hddkFzuatM1q2y9abWXEhvcUuefOdJe++vzCvxDp7YV+xkhQfsRpNRJfeouK87Jx0yM9wJK5t29YMBk0ul86ZM8to1KtUihYt6l9/fW3v3j3hyg0a3K+mtnTZ8hfqW5SCxcGQ/aMtbze0Kh8zblB1bf6MWeOa1ReJpfRwglNnIMbpKlRcQC02D7dWp3Q4iH64oNLgIf3xAYBjc+gQpGBfLL4zVmZkJnfo2Bo41kZnFUEtgpROTUtATjRbq6Vl5YVYD/0OBb17z45PPv0QUM7JzYBt4wtgD6ShcACSGecFkro99uSUCHiNv7DYNJwOKdojYtWqVaBV9LMiJyfLbrfG2lhiDdn4Lw6psqokKTk0f8Ec0Bm1GoYEd+fmras4o379e61Zu3LLJx9s/uC9BQvnwjbAAaptVkkmBpsQ71djHRL+3tOZGBD/B4DGMZSWloJfd+/evXLlCnzk9evX//TTT48ePbp+/TqqPWQ+GAclCD1IiFmVEmJWbzatfm0tKRozKD0zY9nyl356+IBMpUD24ryg3SDDI5EInHEYJFjZvXv3KpVKwBqKeNSoMS+99LJWq6+vbzF3zgLw9Mb12zXV9dDUnTp2a9asHmRXKBSQvcA0VGFldZXb6/EF/LAEnbt3mzx9Wnp2lkAiFkolX33z9Q8//Pjzg0d7du1tPHHq9bVvvP/+B3W19fv2fU0mkWAe0tPTYW9gXXAKIGanLh1ZfCIYFmwYnUeLvRPmSVhET00KicEmsbgUNo8qV/K0eolCBTXNxAYKvTwtOwWWz+Y0WR1Gb9BNYRKzFz4zZhiu7Y6vdy5/9aXiqiKemDN9zrSePbvj/sIRgXW5c+cOTO+gQQM2b940bNiQhMR43FY8KnCtiG6RsLUSrkQpQlEF5fl9BvcOp4ahoCNpEY6YE0qOCOViiYqIRCqUS2EUTQ4brjz+ZTRCu8g6dep08ODB27dv//DDD9euXfvxxx9hG4DmX3/9FVf75s2bx44dw6+/B+r/9vJ7AP/Z8nsA/9nyX0A3xeh89erlH3648+jRQ/jsvzb9HHtt+GvTw6am+4+b7uze+0mnLs0/+XR9VXXuj/evDBjYedCAzq+tWfT4l2tQ0Avnj/31l4tXL3/9yisTs/JMci2IQMopdH26/dVtO17PKQjoTdy1bywaNbYXVo6b1Km+dUJ2gb2sMgPoyS/Inj175mefbc3OzszLy5k7d/aHH24GSSE2s7Iy3G7n3r277927e+DA/rq62u49Og0c3M3rN2bmBC9eOXK8cV91s1wkoYQkVVCVGqZax87OC/Yd0Da3IOQPGtu2rzFbiFjJNpsFkpxGo0gkokDAB3nrckNKS0Ht3LxMi1WfnpFExHHWyKg0ktVmgI6uqi6FrucLWIAylD4IzmQRg31R4PkLp9a+tvLH+7ff3UA0Ac+ZO2PlquVg6Mhnh2GDb/fvq6mtMJq0SJDPWA8zAAuB+gnfFsZm1aoVcEIpFFKfPr3ARxzPwoXz8UdoYewdcAfQJVIBCo/104jaCQ9g2r1HZ6hyfI0P+Sc8NwZ29MLFM0ePHcTusrLToN9FEmLWV4GciL8DAFFZZGp08i2uiP1HgIY5BHk3bdoELbZr1y6QpbGxccaMGYsWLXrw4AH86Li4OJFIBLCmpqYC1r7oUDq1Xnf24oXxz0+cu2B+fDgklkqmTp/2a1MTTgeVSigUPn78eN26daFQCJwdOnQoUGswGFAUYD1u3IRly5aLRJJnnx1dW9N86ZKXvZ648rLq7t1637hxi81m0+n0Hj16lJWVQb/jMwEyscjmsE+eOuXUmdNGq6VF61aQ0tj7hUsXr126eOf69dvXrp0+cdxqNPz688OPN7/f9PhXq9nSoV37rl27TpgwAUcFFyE3N3fl6hW+eCKKKTsamx+AJiYI1ktZAhqEs0wpEIhZEjnPF7CGEzwWm1qlFRFvEdUSXFVsWVyWn52X7otzQfZ+9NmHO/ZuL6gqbN6hRXWLKlhEp8+ut+iAoGXLlkDeTpw44ehR2AYyHr9r167AWicmhXx+F5JYwodogGcWTowLJ8f3HtTLF/birhEhZxkkoUJYWlOamJ6cXZirtxrZQq7BZpGoFGQmXWcyLnxx0ffff3/o0CHY0e3bt586dQqW9fjx43v27EFN/u677+BrgtcxcQ1NffEvLr8H8J8tvwfwny2/B/CfLf8F9JPLb4L68eNHPz/68cq1001N98oqsidPHVVRkdO9e+tz5w4fO77v/Y1rr1w60tT0/SsvT5s+dcirq2YU5HnS0035xc7UbMOiZWP2H/po37ebtn/55sYPVuzc9d7hY19s2PTK6PHd2nfJ/+nxiS49y7r3apmQGAAoIXC6dOmCyr98+fI1a9bATjRrVgNSt2vXBvoR1gL+++Qpz82dN/PBwzuTpoy0OWXA/Xvvrxo6vCuVQWpoXRgfMSKVV6WOHte7ect8vogkU1LcPjXUdFp6IhQNkAFxhw9+vzchIazVqiGf5QoxnUHOzEoFl8FiWAuhiINTnjlrCptDwxq5QgRYc3kMKGgQHCJap1e2aKiFtn1x8QuDBvdNTglv37EVhYDyX+7aDlmEowWIh48YMmTogG7dOzWrq2rbriXUMWQvmDtr9rSJz4+bMXNKt25dUGOXLluEU/vwo02paYkgLP6OY4gNFLx46Wyr1s3BfX+AaKkH60H/V1YsmzrteY/XseG9t19+Zen4CaPB6F27d8QFvf0H9J49ZzqdSRHK+LE3hFQOJdZLgS8h4rL+EaAFAp5EInn11VeBZlT72PSDGo3GZrPhdkBEA5SQbADckiVLoLUjiQlypYJEIQPHJxpPfvjxRxCnICmJiBCiBCZ69SKsTklJybZt2yCiceUB5aysLAaDAaC0a9cO0MQG+NdLL73kcnm6desxcuSoDz74KDs712AwFRQUQL+bzWbQXKfTgddw4bF9cnIy9guRTmPQFwPqK17p0avn/v3f3Lp66afvb1w6dWLyhDHvvvl6TXlJRnKCQaO2Wkx5udkg1PTp0z///HOUEI4kGkzGvoP6QBHj+hDhk+QCuUZqdRuZfGo40R9K8Kl1UmA6MdmflhEiAK0RFhQTcfskcoHBTDhYWoOyZ5+uWfkZHDEb8tkWsPce2icuMUBEMqGSWrVvaGhZh2cVOhqe2ZixI9/d8BaMNOzudwe+fmb4YLhTuLl4MPA8wCEjR9/fuoOuzIKMtl3a5JbkgtGx2RtGTRjTa0AfYqhhNEIpiUp2BXwjx4w+e55oJt69ezc0Murq+fPnz507B0zj64oVK/AVKy9duhRr5QCmL/3F5fcA/rPl9wD+s+X3AP6z5b+A/m0Bj2GZf/4Z2rkJd/fhw5+iqx81NT04cmzfxvfXbft888qVL44dO/S9915vbNz/9b6td74/c/zYlwP6t545fdiLC8c2r0s7c2bHtwffGzKyYfHycdNmDS6riry47LmDRz5/851lJ059tXT59Gmzhg4e3qrPwJr8Yv/KV+enZ4bhmENnof5MnTp1zJgxOJB58+bodJry8tLrNy5DxQNn9368ff3GpY+3bP7gw3dZXGLqucdN14Hm1AzX6PG9MnO9vqAaOn3QsPZJaTaukBRKgCsq5vCxgQ/M9fl8QDMcZ9R57EgsFi5evEgmF8XaEyIJQRabCgo7XRaBkN2la3vo9JTUSH5BFsBNDBBXinNy06N9Sxh9+nYHnfErFDS07bHjByFmn580HjIZVc7tsY8aPRwYBTGrqsse/vzj19/sAZexJRQTdPT/Ye+to9u42rVvmdmyZJBkiyxZki1ZYMnMzMzMzExxHGZwqIGmDUPzBJqmSdO0aRtqG2gbTps2adMwMzn4XaN5kid125Nzur5/3vc999pr1mh7Zg/u333d23v2hjq2opmHhQchJyo6bN36D9IzkrEXCsFmllRTkdgR0ASmkbNy1VJjE2LCDpwncqCUQWQzcyPU9jFjR+D8QfCc3AwQvKOzpaGxBlsKnHgUfYq9I4ucLgQAMjAl+vYS/ZH/BtCIUeAgQbHDhw/jeX/++ecsFou8Xcivq6vT1dX18fGZPn06dBnkMH5CzOI2njn7+4IFC3766ae8vDwQvKenJy0tDRjt7e0F3BUKBUT32LFjob4/+eQTlIBdvLy8UMKIESPAl0itkQ0+/f0jEbO7u3uuXr0a2wP3ZM8HeA5sAPWNYrEOFy6TyXT19YCkS1cuI5C/fevG6eNHzv18fPf2T0py0xViYWxokJdayXNgZqenTZwwbuTIkXAJOEmUM37CpMTUlPnvz2Nw7ciBBsm5clzVziZUAwBarpKYUw1NzPV8/FRxCaHAtEotAUNlCglfyEYsBW+NlwHLusYqgFXlpeQ4sa3saa09LXCHkXHhSnd5SWkB2UkDTy0kNAAPxc/fi/wnB54RvCyQDYgD38QsPCIuToAYEkD7laNQKiTmJ3S0t2Xbcp34bAE3qyCnqqHGRSmXuSnrW5sRNBw5dvTSpUunTp2C7wQfIZmxAi7j6QwODpISGDHQiRMnAGhU5KEAfpsNBfDbbCiA32ZDAfw2+78W0EO/RPknhkKeQVHu2rPtydN7+w/svnz5TGZm/Nat6x88uPLy5d0Xz24sWTzt063Lc7PDsjODpk9ti4tTCkSGHr72tiyKyt3BP1gSGasZMbohvyj+zLkjY8a3DczuO/37NwUlkSkZ/mPGdyQkhUNITp06edmyJe+/vxBo/u77vQje8X4jeP/xpyP/WruysanmJdHk8ri4JG9g5ni6rW56dkh0vAfShCntnr5CIMnDh981rJzhoK/25BmZUQRiqi1LNyk1QN+IsnbdKqHQ0c1NKRIJQ0ODAUooUISZ4BpwSbe2WPje3ITE6Lj4SGsbSy6PZWBIfK4dGOSTmZWC2oifqJA2tlQGky4QcnJy00H8iZPGzJo97bczP+cXZCECAHNRA8FZVEVUSAioxKRYMPrgoQO3bl9DTnhEMPANzY5M/MThnj57iJUpU8fjoCgQxwWdLSxNkHBDAGvwF6fHZNlgCTrzHdkUbV89BzbD3sEOKhul4VqwF9ZxDtjRyFjPUch1FPN0TXTAC1u2jbl2FhI9Yx3QxNhM/3VCfPAqGahUCsArNzcXETHxyF++hLAFo0UiEWIOKFmyIRgbQMwCmsOHD//yyy+dxRKQtK6m9s6dO319fXZ2RNs6uIy/BgYGAs3Y19TU1NfXF2CNiopCIenp6eA4ik1NTS0qKoJIB3bBYh0dCpAtEPCNjIxIEIPCKM3Pzw/UxmbYC+pbLpdDXOOvcANKuQJeobS4ZNuWzZ9+tDY2xDctPlzl4lick1ZbVhAZEjBh7Ig9O77QqFU1Wlu3bh1KcxJJZs+bGxoVwuQxdIyJ8a9xrxhsW0sbU2sW1ZZJbWypvnnn8qKl82/evlBbX0KzNnZVEJNAatwVxDPiMN1UMh7fnsNlAqx8EVemlvIlPNzqgHB/uMBjJ49s3b5l1Og+hFnYDOFXc0sd3HlqWoKhkY5Y4ogIDCGXVCaC43dTu6o1Cl19Ck4AJ0MIcO0ItHiZlZ7Kps4mvnZ6MP/QQJmbHCvBkeFYtnd3TZoy+eTJk/fu3bt8+fLdu3dBYcAaK0NB+09tKIDfZkMB/E9tKJhf2f8C+i+N/AScKARw/Onk4V9OHesb3nH//vUNG1adP3/q2bO7L1/e//H4Xo2boL4uq6+3orgwKizEmcPR4fD1/EOEPgGC/OKo7PyI9KzQGbNHTpjcVVSacujojp6+Kks6ZdGySfPfG/fb2cOLlsy+cfPyp9s219VXQSHuP/D119/s+ObbnfPmz8JxX7x8BEQuW75wWF97QWEmfk4bGL3/+89GjKlPTg9IywrWM6LIlMywKBVymGyDxFQ/pYZtQaNERGtGj2s2NKF4+bqIJTxADQxNS0+SuYqH9XWiqojEfGsbqspN9vvZU37+nkAwRHRUdCjI+9GmdQWF2aAzJA+UMlSzUiXFBqhRMbHhwSF+IHVJaT62R0I+l2dfXJIfGORL0X6lAnpCkkMrHTr83dVrFzdv2Qh6UrT/94No0jYx0wBr6HEjY138xCnBScD3aL0FIaKhaoneb6YGBoY6OAey8wY8Ftl8iWtBUdgRCUTG0Q2NiHKQj+NStGOwWdiYB0cFdfS1N7TW+QZ5Ex9M6lL+DtC6uhQ3Nzcwd+HChQcPHgQ98ZPsRwG1C0QCu1h3cXHZunXrxo0bkxISRwzvX71ylQ6F4iJxjomKnj1zFpfLValUM2bMAFihmoFRgUDAYDBQFGgLlEOPA+5UKhUbtLa2ArJg9KRJEzQat5qaquzszE2bNu7Y8eXJkz+C5qA2GevgNEaNGoUV0Dk6Opoolu+I43p5eH726TasNNfXFWaldDZVpcaFvTNzormRztgRPdVlRVwHOyuqGZ1GXbRoUWlpKbwCgK6jqy+SiAtK8/1CfRFkmNFNca+QbB1oErkwNSPe2EzXP8hz33e7fz/30+nfjkEN7P76s+MnDrnKxBbmRts+/TgiPKi+rrKluY6YxN3W0ppJc1E5W9vThVJBeFxYalayoZm+l6/G2YXolYSnBiLjbYH3xSvHZFmDy2qNHIwG4rHuJOKzuSwTSyM4VEMLg399tAZ0/vSrT5++fDph+oSVa1f/ev5MSVWZ2tu9sLy0a/gwv5CghYsXTZk2FbEOSPrrr7/Cp0I4g2L/C+j/82woct9ur6H8ZgKgnz58dOfbvbuammsBzXv3rr18+QiA/vmn716+vLf9s7V7dn9YVZEs4JuIhKYBAY6BIU5e/lyxlOoXJJa72XMdzWMTfBNTggdmjvly50Ybhj6E7caPF235dHlBcdL1m2eOHt+/ctUiD0/F59s3ww2cOn38xI8HU9PirGgmwEp+QUZNXfHY8cMsqPp6BhSlm9OurzcFhcprG7LDIt1aO4oDgmV8oSXD3iAzJ9yGoZuY4q/xdJTK7RNTAtduWGhlrRsa7uUi46s1MpmrU119eVNzdUCgpwPbBlxOz0jKy890dhFOH5gEZANYH6xZvvXTTaiThw4fWLzkXVQnIBtqCBiFxIaOVihdvLzV2JdGNw8NCwDKJc5CCtF12haCCCtMYuJwm47OFje1fPUHy2fMnLr9i0+josNq6yqhsiGBUSYxcZ0+5b333/nm269u3b6MuqrUDpAPZJNKXOXmii0hpZEJKa1LDDytAsEjIkN4fAdTM0P8CbgHlM3MjcgufVDQBKY5TI7AgfxqGeAgFLQBMVOMla3l3wHa2ppWXFwM9YroGBqZw+E0NDQEBweDp2w2m8lkhoeHk7QtKCgwMDDgc3nzZs/5eueu0sKiS+fOg5IGevo9Xd1A58C06Zs3bwapJRIJsI4SKFqLi4szNia6i+zevRuaWk9Ph063Gjt2tKGhvoWFmbePOy5K465sbWvENmA9joVzgAxfu3YtykHJiA68Pb30dfXKi0umTJiYFBff29llY0VjWNNp5sYKFyGbQSvMSzc30XdyZBvpUSorSkROgh9PHEOBarU6JSXF1dVVX9+QwWK6+2h8gr09/N0hfi21U0daWJvQGBaePirEW6UV+UWlORMm9c+YNeHYiQNnz58cOaJ36+YPHbmsns6W2KjQkGA/QwPKmn+tIHrgaVwj4sONqUZQ0GOnjMENb2pvQD7iQv8AD6UK3tTGxpbodxES6osXDB4d9xxvEUIiinbadb6AGDExKTNxzsLZXBFn/+H9Nx/c3L1/9+nzp4+ePH7rwR1bB4a7r2dmfi6KNaNR13+0ce36dZDMF7WAvnHjxvXr10E3LIeC9p/aUAC/zYaC9p/af5D8R/tfQL+2P9OZKOT+g9vavhxPPt68ActnTx8Sy2f3933zxU8n9h0/uuflyxsff/Te17vXLV86kcGAepUJnU0FYrOUjMCS8qSU9JC4xAC/QPne/dv7R7YePLKzpb2kqjbr2s1fnr28OX/h5C1b1+zas9VZyoE6fvzkxuKlc6zoBu6eLk5i1pJl816+fPjN3i86uxsOHflWoRJNmTZy19eblWpOT1/NgR+2WVlTgHu5iuMkobsqEfwbCcXEoP6BIarQCHf4A42HxMdPXlSS9tXOzT3DGguKUvGiiyTsf61bCoEDbQ6ohUcEQe+Q33Mj/KypLY+IDIY3cvdQEuPxe6qG93ef/PkYolRUra7uVohf8JrcMSDQG/SMT4gGjgFW1DpSJkMIy1wl+/Z/jfzh/T2371y/dPkcqiVK8/XT0K3NSGn8628/wi0B2RmZyTgBSGk97dhGxiaoxlZQxyAvtD8wCuhDib/3/nxIdewolYlBfFwCGF1YlMt3ZGNH4t+eDDpXyAagia51lobaD6cpxhaG/0UTB5Npp6ur+/nnn0dGRurp6a1fv37nzp0QziCakdbAuPj4+DFjxoCVoPOuL7/So1CO/HBw2qTJKQmJ3+3dV5SXb89kgZ7+vn7Tpk3D9paWlkA8Cuzv7/f29k5ISIAGh4zVaDQQyJaW5my2PZR7WHhQULAf7tWUqRNwo4Bp/LS3Z2JjFEL+49HOzs6aRt+44cPe7h4dYoZuneE9vWwmS+Uq37blk+L8PF0dSmlJfm5OOv7qTDTsCllMm4zMFAd7Jo4C1sPl4AKrq6vj4xMphD8heshJ3VyIudvtqDYsupWduY4RxdHJISjUZ+mKhZDSq9csqq0vmTN3ysiRnd0dzQf27l6x9L13580S8h34HKZQwAkK9l3w3ju4q2ofN+CV48SeODAhtyRnyswJQrFDRla8jZ0Zz5HoW6lxd7W2MY+MCoIOYHMYAiEH74B/gBeiN3hWfUMdyPDZ787yCvRMzUmZNGPS8LHDf/795ycvn+z4ZtfDZ4+9A32FLiKxq7SupWn1+rVlVZWnfj19//59sk/knTt3bt26RX5dMhS0/9SGAvhtNhS0/9TeYPIf7H8B/dr+TGeikOfPn969d/MJweWnL188uXMbCvrJkyd3b984f/LH/Tu/2rj989UpSb4zpndt+fjdtracUWOrAsNEADRPaM7mmQpEdKXaMSLKp62jasWq+as+ePfDTUsHn10bPrLJWWYfn0TMq8LhW6RmhBYUJ+joE2wNCfMwNqXExAWwHCxv3Dr70cer9h3YseqD96Gj165fsvWzNaER6tgEf+idvMIEcFnt4VRakarSCOQq3rQZI7p76xOSQha+P5CWESV2tnfgmrkqIeQtyyrTUjPCs/NidfUpQSHu0bFBfgFqyJykZOAVipWPC+zqboOejU+IAppRu0BMF6kThDY5ysfIUcPWb/gAKLx0+WxnVwvqG8gOIkDSgpVTp03ECt3aMiY2Aqwh2ygys1LXb1gDnkJiu8qdyS9NHDh0Hz8VTmP1B0uG93f2De/4YM1SlI9wGNIYhZCNG9gYS0hLyGRgWlvblbZ2xHeSpGQGrMnutAA0/AGwbmSiT3R8NqRY2loIXBzZjvbkIEEA298BWip1JqZKOXQINHR3d4eIDg0N9fT0NDQkBrFjsVgAJTJBZwKX8FFm5oHevqX5hUE+fgVZOWtWrho/eszYkaMC/PyNDAwdHR1NTU0fPHhApVJXrFgxc+ZMyHBoahAfAhy4xAYGBnpmZiY4c0hmBAq44biEsvJCxP7E/aFQrKysPDw8fvjhh4MHD8JDKFzl4KpULJEInZa8+97wrp6kmLjY8EiamQVILRIJwyKCVWq5QiVzkYmZ9oyKijIdPUpSUhKKkslkQDxOiWR9WESoiaWxLduGGP5Cj/BeTI6do4RDZ1paWBk5cG3lKklHd1NcQiiDZenuKfv44zV425csnLf7y8+mTxqXmZIwdlTfwwe3EUhh39CoYAbX7vKtS8FRQcvWLEWBqdmJHt7ygCA1m0uDGggJ8x45ugtvmkotYTCtEMORfe0p2q9V8ZJY0S3gIfC8mjobN3/+8bxF88rryqubqg8cOfDL76efvnz+6/kz2776vKKuZt/B75++fHnqzG+379559OgR0Hzt2jXQ+ebNmyQlh4L2n9pQAL/NhoL2n9obTP6D/S+gX9uf6UwW8uzSpQvkNyy3b127cf0yXtnBwTvPn9zZvXPz5Ik9y5dNb23Oq61OCfQXhoW5FJaE+wULImPdZEqmHUs/KNRt2PCmfQe+uHz11NPnt8oqsh4/uT5iVLvSTThhck9WbtTkad1yN3uNFz8rLzws0i0yxtPaTu/h4GWI7vETe0Gx5taKcRP65s6ftm7D8tLyLE9vqauSGxnj/f6SAb6QjmROpZiYU6zo+hDpyanhUOKLlszGjiNGdXr5yHwDnDVeXEeRpYExMXci4M7mWcqVjhIXNsvBKjTMb/6CmaZmkKjWoENKagKXx0pIjEYVSkyKAY6AYDAa+M7KTm1orF7w7hz8vHb94jtzZ0BBNzbVAKZz580CQwnYycQ0ugXULlj5ydZNILJaoxA68aCFkePppcYhDI0oNGtjK7oRm2vN4drV1pU1NlXFxIZCX5tbEMN3YGMOl4WEHckSGEzruvoqINjahgqueXi6aWu4LVCOw2FLiFAc2t1DZUE1JVqcDbRS01g74r62VZoYrf9vAG1nZ7N06VJo3vHjxxsYGNjb20P8AmcZGRm+vr62trbEOEcUCsR1aWlpSFBwcX4BlO2sqdO3f/Ip354tYHMHHzwsyMltaWrOSEunaD97QTlSqRQsHjVqVH5+fkBAgFgsRgn19fVubm4CAZ9Ot8K1KJRSRP2IV5KSY+GK8BSA7A0b1qEQpVL55ZdfFhUVnT59Wk9HNzgwSClzPfTd91fPX1z23qKIoBBDim53azuHZS9xcbbns2fMnbPh4w/NraitXW0aL8/Bp0/CIsI3f7KFaHrW0amqqrKwsCA+HKeaE6O52tPN6KYUbQdEgYTPEbIMzXU7e5ppNsRXlz7+mmHDW8eM6932+cZ33pkSGRY4ftTwqxd+nzFlwuefbMrLTP3p+KHDhw58/c0OF4WEmBaLQ4xTqPJS7t6/Ky4lSs+QEhisae+s6eyuMzSmWFD1s3OT1qxdMn1gwo6d21atXorXBv7ewtLYjkFHxAMZPn7aODyspR8s+e7odwXlBel56T/99tPgy6cQ0V99vfPJy2fnr16+/fD+9l07Bp8/u3DpIvnJ34ULFyCir1y5giXWh4L2n9pQAL/NhoL2n9obTP6D/S+g32rPHj68f/v2zZcvn1++dAGAPn/u10uXfvt2z+ejR7bX1+atWD4wYnh1X29ZSpJnQ0OaqQXFUWzcNay0uj4DNExOC83KiZs4uW/m7HEjR7cnpYSHhHmWlGU7iVmfbd8AQKdkBKZmBiAlp/sp1A4xCZ4WVpSu3ipI7KkD/Tt2ba6oymnrqGawzM0t9TZuWpmSFgE9rqOVP1DZQPCGjcs2f/JBY3MZtrn34PKpX4/evH1hYOb4tetWtHdWKzXsqDjVFzs/qK5Pa2zNE7vY+Ae5ch2tWtoqHDhW/SM7ADsAgujdIXUGHFF5IKjT0olw2EnE43CZJaX5ao2cHIi5uCQvJTUef8K6kbFuc0sdQIN9zS2MyVYI8BqqENAkpS6IHxziD8ICheERwYhzwyP9uHxiDtAp00ZDo7W0VUuc+aCzWIK9mMSnfa8GV6qsLH/33flGxnqAO8JhLdx18dOBzUDdFgi5fv5eyIFvqK2rVLkR36OnZ6YAx8T0rzbmTB4DlZ8YYpRmqmes83eABg3pdPr777+PJw0iQ2yCpH5+fgqFAoKXQnxHo+DxeFDERGcMCuXGpSsrFi76bvc31qYWdlb0i2fO+np62dsxdu3YWVVRGRYWBrkNpkPcVVdXczicDRs2ULQdqyHGoYsTExO7uzuNjAzIj9ejY8K0EQArMMhr2fKFWF+/fq1IJOLz+UAqKA8t7yJxplGtAGhzY5OXg09H9/WP7uk7duCHoswcZycRzdaGYmwQGhfL4nGMLCzuPHrgFxLyKcK6NR/4Bfi7urri6HAzarWaz+URfQqNdU1pJlQ7SxsHa66QDUBbs4h5IexYVsZmuiHhfmye3Zat60aN6d6xa2tgoPvXu774ctuWw/u+2fSv1fduXv1o3Qcvnj589vThd99/e/vBzfSc1O+PfUdn0UaM7/cM8EjPTbZhEj1n7JhmzlJOcmqE2NmBL2AgZsLjy8pOHj1meFt7I8KFuPhIF6mI5WDn5qnE+cjdXUNjQp68fLJi7YoL1y9cv3f96MnjD54+goi+dOPK7n3fQh9BRF+7dfPs+XOnTp06e/Ys0Ex+WoKVS5cuDQXtP7WhAH6bDQXtP7WhYH5l/31APx+a8d+zF2+k/9L+YflvfKj9h6Qd4vn/B0MkRRzkxbPnzx6fPvXThfO/bd++ef/+HcN6GhrqCg/s//TqlWORka7p6d7NLald3dkJyW6xSW5jJzYUlcUmJPtNmNy1eNnMEz/tb2gqsbTSc9M4iyRsWzvLzu4GpVIYEKz09hcFhkr8g0XYXqFmAdDefmJ7jmllTTb4K3a2T0oN4fBocQlBU6aNxKvf2l4FeQL9W1qeKRQxaNYGo8Z0qNROYPTp347Y2JmkpEUuW7FA4MTy8JJm5kRX1CRLlTSZip6c4cVk6/gGSpwk9JBwja+/0siEAi6cPXca0hVqDhIVYAXsfP08lCopYBoS6j9j5iTwGnoHwtlVTnzrXFiUI3MV797zJbhJDsRsaKRTUVmMFexCbgnKM5h0hLGQ3kInrlQmUrnJAoN8XOUiSHuatSHuww+Hvh49tkehIlquHQX2OsSXLBZQzXxHthXNHKSG0vT393WWimzsaNhL4MQ7eOjAiFF9OM8VK5dQrcyqa8qgyrG7p5dbRmayo4Bty6TR7Kj6ZnpkohAjUOta2VpCVhua6Ru+weh/J1MDRyHf1NzMwcGBoqsDQOsbEsi2YxJNt8amRjgHlG9ubuoic9bVpYDR1lSriaPHGlB0fti7Hy5l7qzZfd09uFlLFi1+f+F7/v7+oDlKAGFramqAe6FQ6OoqBSKVSjnQL5fLjI0Nk5LjcJn2bIaePoUvZBuZ6phTDal0Ezd3ubU1DfIZHoKcFZdGo0G2+/n4GujpjxjWJxE6CXn8dwYGoOJD/Pzc1RprBpNioG9iSZvz7rtF5VUUPcMlK1ZzBUJvX6/Zs2eaGBuOGtnv4+0J1+LAsDPQ16VZE1/A6xrpIMgwMNXDzeHwWQIRW66SgM6kgl65+r2mlsq+/rZDh/b6eqnHjOgryM4oyE5ftvjdCWOHT5k45ovtWxFHHj72/S9nTgLTW7dvqagrKa7MHzGup7A03dNbpnaX8BxtJk3px4qjkOns4ohHrHFXKJQuCIni4qPgtuFieY5sdx9NT3+3lS21d0TPR59svHb76uCLxz+d/vHqrWunfj+974f9jwYfHj1+5OnzJzdv3wKdb9++DRzfvHnz/v370M5A5P/lCvrBgwfa7zIGnz17RgLvyZPH9+/fJTD34tl/EtECS6zgBj19+pTcEnth98ePH2P92V/Z0+fPyKE8n7wgls9fvHz2nCgX6dGjR9jxyeCjp08eP3/25MXzQe1R/hbTQ8FJtA4TH/uRAxuR/8fDEj8fD96/eevqC/zUDsP/BqmJVosnT57g/HFuxO837Ongk2dPniIRE3wTZ0nOU/ji2RPCt9y5cf3F88e//nosItJ7+Yo5m7esPHps1/IVs9Izgxcvm1BZE/vekmH5Jd5Z+RqBs37X8DxrJiU8Wh6X5NnUWpCRGZ6dEzd79gQvL3lERICtrUVoiP+ECSPGjOzq7KpxdKJGxKhcVQxnV2upwlYis/lo82IOnwqNXF6ZI5Wzk1KD/AJd2DxTR6Htps2rIyIDs3NSwFa8+oeO7JkzbzzkcHlV5sJF0zy8XMIjvaGaxS5MlBAQLBeIrBJTvRzFhlX18fMX9WXl+8cmalIzgs0tKdCtcoUzlCmAi+B6/oLZZKc30AD5ACvVylitkUHkFhZlWVKNQF7th4U83N73Fy3Y/sWn3t6eIHJBUToUMdPeAnocHsjcUofLt62tL1G6iTdsXJmRmQjd5KaWTpo8WuXm4uHlmpQSWVSS6e2rtLEz8/RSJiVHyxViA0NiOnCcAJNlDakOJkIj41jmliZh0cS4rGKZCEBxkvDBFEuaqbPMiSdw0DeiQOnX1Zdv3rI+OiYkNMyPHDMT8hBRPMWQgmRkaWhpa6FnSkxci0Ri+o1kYGZlHpMYy+Zyps4Y+GrnDoXazcbO2s1TLXYWoSgHDjM0KkShklEMKFk56RlZ6Z2dnUq5wsjAUOEqh7BVKZS7d+6ysbFJSUkB5U+cOJGRkQHxK5fL9fX1QWcajQq3Z2Ji5CjgKFRyuBm4HD0DipGJPjm6BY4iVTqTw+SXVBYPG97n4iJjs7ne3r4GBkb+/oESiYu7u6e1tXV+bp5M6hweFhIU6GtpYVJdVQYx3tLaPjB7rrOLQkfX8OmzlxJneVlp7cD02UIBV0+PYs+g29tZZ6QkVpeXmBnqUc2MEc0QjDYzhnPCij3HDq4UHhpu1cfX3UnE0SO+9WeXlOZm5SSy7OlOQkddis7OHV/Omzvz+PHvJ07snzNnantHw29nfkal+e33U7+f+/XFy8dzF0zXeDmXVGQWFKXK5ILgUC+Wg5VQZI8ICUWlpMZ6eatz8zKDgwNjY6MRGwUG+u/b9+3Ro4c//WxrQVH+shVLV65e0dc/7MD3++/du3Pu3O9XLl/UpvPXLr1OF5GuXLr8lzYUtG+zoaB9ZUPB+cqGbvfK/ojT/9jQ/V/Z0O3eZv9R0P9mGGFa+fkcdH3y7OkgAPr0yUOkJ4MPBh8TY5G83p5cASaHwO61EZ3UtF9Z/HvEZW0Cpp//R0+/GqXoxZOXz59oGf0Ww7GAV3AWfH/48P616xcfPb79/MXDR4/vXrl6/tLlsw8e4ucgeahX6Q+7//XZvtb5OL//rMPzvLxy/urDu/ce3rv57NntGTNH9Y9oaGzOW75yxt79m7uGlWbmBUwaaFi8anhMikDubuyqtmQ76ohlFlFxar8gZ/8g1zFj2wMD1du3b4qNDba0NORy7Ub1d3lqXId1t+joUCRShtqTBwQHhspyC6NYHMOIaI/UjPD7D69cufZrY0vxyDGNHj6C4HA5la5jYEQZ3t+ZkBjJ4dl4+8orqnKghZkOpm7uQgNjiourQ09fHX46cC0CQxRxiT5CidWwEeVqL5ZfCC85091ZYe4ipweHqfgC20WLF7BYDEg50HDhe3NnzJzS3FLn7kEMmQ8WW9HM/AM8pk4fgzpmx7SAzp0wcWRDY/WMmVMvXzn/yy8n58yZ5efnQ7UyNTGj+PoroPQBHY2HRO0uZnNp02eMWfXBwrAI7+8P7mGwLB8/uYXNDI2JMdJUaol/oAbnr0t0XrYBnZksGg4KRkdGhcBVYD0g0Ids0Pjh0IEtn222d7Svb6mDHDanmaq9VLpGxLeUYLFQTNBEoZQABygQQUlCcoRfsI+hhQFb6KDxVZMdOd4E9J8T+Lh247rR48d5+HhX1dWWVJRzhTxdI72I2HC2o0NQeMCqtUSXMtBcoZEj58MPP8zLy4O2hcJ1cXFZv3490Akiz5s3TyAQdHd3e3h4REdHy2SykpISfX1dPOJPt20me57A6XJ49rjwzOy08VPGKjSu1kwak0NM+GRMNSI+8DPV19XXGxiYmZqa7unpradnIJcr4XOAe6hvPC/gXtuIxM/MSkFAg2JLyyooFAOGHVsocP7m6wOHD534aMM2mbMyKz0pOFDNsrH081TXlBdHhQa6Ojl6usmt6ZYWFsCzoakp0QoMIc93dECsg9tuY0sFkS0sDc0tDCB4ff3d8EQyMzMLCopqaqpKSvO/3bujf2THr2eOR8UEfrjxX998u+v+g9unfz05fsIIiImS8rTAEFVmdkJlVRGbax0Q5O4i4zPtqTNnTR49ZlhhUe47c2eOGzemsbGxqakhOjryyJFDv/56CsxatWrVrl27tmzZsmnTxkuXLoDLN29cI3F8/dJ5pJsX/52uX/x/D9DAHMQshPCdO3egjhE4vBLIrxsK/i2iSWSTNAOUSSn6ms4P/8oePHr46Ckxaicpokkd/fTZC6hV7EhIbAjXJ4/B/cePsO39hw/u/YeYfzScGM4TB/0jXp9rxzYi5DMKJgc5Io5AnOffinHSUA7OH5ePa7937x7OFuv/vqJnuNCnjx8+enDv4cXzV65duYmcG9cvXbny28L3pjc05i9aMmXK9J5v9n98/OSOoHBxe2+22NXQ3Y8mluv7hzj6BDgFhyl4AmpLW4XUlVfXUNraVnf16pmOjrrt2zfu2LHZz0/p7MwWCln/+teiqQP9QaFytYcA0HGW2UnlTI0nZGlKcmpUSlp0U2uJwo3d1lUsVTAyc6LBuISkUHs21Ypu4CLjSFzYHB5NrnQMCfPIK0hKSAqRunIVbnwPb8nhYzs3frzkm32boeL9ggWpWV5F5eEqD4YFjQLF7ektJ4YDTYyfNHkcos6BGZPzC7KgRvcf+Gbhe/Pu3rtx8dLvs+dMnTt/Wnikj4+fQuDEWrd+ZWVVyZSpE6CD5s17BzXcy1uDvQKC1EIRIyzCC/qdHKaSwTL3D3SDdzn5yw+37lycM3fKkWP7sDJiVOcXX22GcLZn00zNiQEWQG0Lqr6RMcXMXN+SauLAtjMy1iVFNMgLrWdorJeSmUxMMS4kpgmH0nRyEVjQzYgh63QpgSHewEpBYebI0V3FpVldPY2EgjagSN1czK3NCKBbm9FZNOxuRjcFtf8y2bBsJ0ydGBgaAkcVERPtE+BPZ1gHhAaqvdyAS3seEwdyURAzdivdFRm56QAllUplMBgAtImJydatW5GzePHitWvXZmVl5eTkREREkENIX7lyZdKkCba21mRD+bXrl/bu/3pg5lR3T7fZ78wgStYjvnIkphQwpPAlvN5RPVNmTD5/8VxgYODYseMhoiHGmUyi1x2dTgf3Uaa1NQ16HJqXbKl/d+FcC0srjbv3ls3bpkwe2Pvtd/v3HXz84OWNa7fP//7z6JHtaYnR0yeNCfTR6FMoSdGhliYGDlDUNlQLSxMrmjnL3pYENIfLhHa2tjFHqESjm+pqB6hSu7t097Rs3bqlrKysp7cjKNh7zdolS5a98+57A0Ehnts+27Ru/erbd649fHQHzjuvILmyOheuGpJ51Oje6TPG5eQlw0PXN5aVluXB2UfHhE+YOKa6utLRkefp6Z6VlXH+whkoaFS6c+eIZuV9+/adP392cPDRLz//BEBf1Y4Dde3CHxJyLl8kpuD5s70a7Oi/a+R/Gv9sQ4H6yoZu98qGAvWVnfkb+/V/aJTXvCNpNTg4SObcvn3z7t3bkKi4ZQSX/93+8JzE2S2tYR3ba5Xswz/A75WhoEEtnbVNJP9eIWT1sz9AVqunX7Wo/DcMZAes7969i3MgGP108P79u/AyYOtLbSe469evaxtA/sLghLAjThibkQ0db2rqF9qWkz+IaOj9p8TyxfPB588fLFw4EJ8QkJIW+NGWRSs+GHDzsF+/aQ6LR1m9flJKlltBWRByIIf5QroO0UE4AsTh8e1bWutv3Dj34YfLV61eEBfvv2jxwOgxHceP7zMxoZRXZbZ1VqxaM1/swqTZ6PSNqF/34SIvHxl2hxjRdp5ziI73ALhtGSYqtZNUzobotueY8wU2oD/dxgiwkyudauuLAG7g2z9QFRzqjg2mzRhRVpnW0VMcl+TuLKcq3e38g0VuHlwUnpuX1jusc+my92vrKiCWN29ZHx4RRKNboM5AE124eOb5i8fnL/4CtlpQdd09XcBoqavjkqULLl85x+XZ+/l7mZga5Bdkx8ZFNLWUA2Eos7W9EqcEje/AsXISszZsXD5j1rjZ70zetHlNZXVBeKQf2B0a7kOlGVrRjeg2JrYMc5q1MTINjSh2DGLuQUABaJg1e1pbeyNF+/Gh1FViZUsdmDvgwLfPK8795sAecA2kTkiN0zOkWFgZcbh2GndXnAAKdODQGfbUWfNmQDJzRZyS6mKOExt0BqahlKGm/zKxHTkbPv5wy7ZPDx498q8N64kBLXUpPCe+oZkBDgqGwh/goHwRV89Yl86gAcdisRis5PF4QGdkZCQUtFKpHDdu3MDAQHBwMLiMv5qbm0NBSyQiIBXRANXKLDjEH2j+8KN1nd1tPn6eEM5AM4NtK5DwHZ2JGdDD48JWr1t17cbVb775xsPDi88XBGnN19dXezgONK9YIoCCxktF+jD8nDlrDkSQm8pj9Kjxmz/+9OqVm0cPnTzz67mb187fvP7b6P6OkvzMguxUK9wDA4qHSuoqEwPKcH5IADTcIXCPJZfHgJu0sbXw8FR4easgpXFLJc58oRPP0JCYAbKquriuoVjs7GBsSolPDOnoqoXETkqOPvDdnpu3L3R01SOkGzGq3S9A7aZxXrZiwcL3Z7R1VJdVZHt4uY4b35+RmaxQSkNDgxcsmHfs2JH2jua582atWLkE0djp06cB6J9//vnmzevAzsmfTvz266krF84jXT3/h4ScS3/T2jxU2b7N3hij/w82FMyvbOh2r2wIl99qp/+HRhnSGvtcK43J8XBfZ2IDZILFWN64cQN/ff2n/9pevELz46cv7z54cvfh4ONnRA7SvfsP7xMCe/Dxk0GtbP234H3dfj3E4BVIf/Bcq9mfawU4zufOnXuDg5DML7AEe/GTLOnF0N5yfwDxn40sn2gW10YGWNH2h7//ZJCA9eHDR+Fcnz1/VF1bMGps24jRDSvXzKqoSY5NcssvCRFJTX2COP6hXIHEKKcg0sXVwcNL2t7RIBI7ajRuISFB9Q1VeJtXrJr/ybZVDwfPT5raU1Ke0ju8XuMhMTWn6BlQ0jKiSsszPbxF5lTKwKxR7y+eNWZcb2FxRkFxEhixaNkUe45xTV1BQ1OJUGLFFZiweaZCsa2LjOskdhA6saUyoZmFLqoNwmeIWSyhaptbywUiG78gZwA6NlETEiFVuXNsmQbAem1dWV5+1sRJY1HVjx3//vezP8OvQVPv378Xj+vc+V+Jkfgf3zh05FsoI6Af3Mf5+/pp4GwgdVvbGiZMHN3e0QTQn794EoGCo9CWaW8uk/NYDhbWtsad3XXAOmQ+qitCXSxBPcQEUOJ2TAuIaKwoVCK+gGFuqQcuANBiCa+8ogAl94/ogZSWykRz3plhbmni6iZzkjnR7KxmvDPAFbJxN0Iig8Boe44NlW4CoH/9zZeWVgZQahDj+Cvb0d7dT2NMNaJoJwEhZow2JDp1IOcvk46hbkxirLG5maPISSAWMRzs61sazGkWQmdiLIjwmNC27haocohokdQJK3Z2duRcJxKJhJjuhEIBo42NjfPz88kObTNmzEC9bWpqOnbsGB79Bx+sOnL0Byj9JUvfC48M4fCItqC0jGSRVKh0l5OdkVNzUiLiw51kwtaulsTkBBT+0UcfvR4SGq+QuTnZkZkYDBa4J7/Q4fJYQO2UqdNXrvoXQupFi5bU1zfqUAx+PHb65I8/vztven9f07CuRl9POYdlhaWHQhwZ4qdUuEAyk//CRbKxJVwj6OymljJZhC+Ba4TXxHOB+wSvvbzVScmxcIRePgq8Bni1qmpzxk3swqvVP7K1sDgtKMR9+cp3d+76rKw830UqgN/NyomHVgDKEUhBRLd11IrE3OqaspLS/I7OltFj+rd++jHePazEJ0SvWbMaF7t3716oUQhMIOzq5Ssnjh0HiJGu/Cn9HaCHKtu32VAA/1N7g73/LTv1PzSiDfqFtlX3NaqgLkFhEoWwew/uw+Ec//HEwYOHv//++23bth06dAg5CCtwQ3/66Se4PryR1//Krl2/+c3+77/as/eTbV+u37hl/UebP/nsix17vkXmr7+d++3M2bPnLly4ePnK1evXb9zS4vXO4N/Ya8FLnjB+4jwBVdDz061fdHcNnzhh2vffHXn29OX1a7e//HLHi78BNAlf4BhSGgIcRyQbT15fPqnnSZBjefvW/WfPXxIHevn88pXzufkpW7et3bZ9jTWD0tiaVd2QlJ7jY2VLsedRrJmUpHRPntDcgWvG5dPrGkrFEkfoJoS3AFlNXeHUgf4nzy+3dRW/M39MQWl8V29VRLRXhoVFMgAAgABJREFUVIz/zNnj+/pbgNSM7KiO7oo16xYmpYQBYeGRPo0txUeO7xgzoTks0s1ZyuY6WvmHCA3NKA48Q5mCZWJGQb0qLMpxU7v6+KpxbkIRE/wdPbbTlmGamByGDQQiK4mM7qpi+AQ4Rca4+/jLoDRNTPXJaahGjuq5fOX3p8/uHzy0/9Hje7jGGzevANbbPtuMEHXq9DHllTk4Q1RLnqNddGwQm2OLWg0sQnG7eyiDQ3zWf7gM2jkxOdTd0xkRLtwDAE3qaDeNGNUV++Indt/8yVrQmcu3xVIkYUNn/ZvXthbmFgZKlXN0TEhVdWlKajzKlyucQTRDYz0KdKJ2/Ems6BoRM4XbOdhAfoLOBsaUjMzEufMGoNdAvb37v6qpLxk+epgpzQTaGdTjibnk4P2GFgYmVsZ/mSgGOgKJUMdAH4A2NDWh29m293SYUs0UGrmltcXmbZvikmPgD1AOR8BmcZlWVlYAKCQzoAyAvh5olMlkkuD+4IMPNmzYgBpRXV3t6iqFggZMp06bqHJzjYwOezR4n81lmZobwZGwuERHQFyORCGGI0Hy9PMAoLOzM1FmYmL88uXLi4oKdHUpLi4SBsPWyUlADgfoKOAgIfTBE0xOTQHjAeg1a9ZCRkRFxRz87uhHH24a1t20Z9fH82ZP5LNpHS3VM6aOUkh482ZPFgjstU0ZxFQ7eJRwjaCzQimxpBrx+Ew4e1s7Szg8pj2VzbUmPlfxkCMAgpfl8Oie3lJvP6lcxWGxjdy9BCJnWzbPMiLKp2dYc09va0Nj9Zix/d29TRDOxaUZnd21bR1VUTF+GVmxvX0t+QUZHp6q+ISo9Iyk7p72sPBArJSWFcyePXPp0qXr1q07ceIESHLy5MnBR49P/3Lq4vkLSJf/mJDzd/ZHXft2G9r08MqGAviVDd3ulf2Bvm8Y0TzxV/bL/9AIQJNDjYC5l69euXj50smfT+0/8D1Cp3cXvr94ybJ5C9+bNHlqb/+I7p7hPb195eXljY2NXV1dfX19w4cP7+3t7dRa219Za1vHqHET+0aN6+od0dY5DAkrw0eOQ2ZNQ3NtY0tdU2tja0dze1dbV29n17Cu7l5y/K0/G9gKTMNz4KT37Nmzdu3auXPnTp48tbyspq21t6d7ZG1NS1pqblZm/oj+sUsWr2hp7iBSS5s2/ccmT548ffr0efPmrV69+vMvth85dhSXfPf+PaJDyeBjpIdPBp88e/rkxXNS/iN+vH773tNnZBv8k81bN67+12KZkrv8g5nzF41evW56RW3sO+/2xSWrUzP9ImOV7t6c+GSv8Ci1X6Acr2licoSZpd7o8d3J6WFf7NqQUxj9xa61m7Yu0TenyNVsYyyVAmcpLyLKH4pj+ap3fvpl78w5owBiKk1f6SYsr0qvb84BXnWIXgRxdY155bXRPkEsTz8HkQsd4guqB6DUjmJh5aoQAo7evq6gswVV19CYMmXaSGeZnVLD1njx7blGuqAMj+bn765xV4IaUEZffPnJsxf3Xrx8dP3GJQQkR44cgoL++Zfjw/u7Y+KCEbdy+dbwHH4BSshhIxPicE3N1f4BHgh+qVbGnt5ytbsE+dDOSBDRcC1wDGwuTSYn+idY0Y0gk1FpdfQIBY2oGReLyg9MC0X29mwalk4ijqmZHqC8/YstS5YuBDsMDCkI4enWFg5cBoNtR2PSbO1tBBJHFOjp5w5c2rDo8xfO2ntgF5j+7d4d8IXZuUnVtUWRMYHmNFOuiGNubaZnqktn0ah2lvpmegAxqP2XyS/YHyI6PDpq+epVC95/Lz07y4Zla2RuDH9gZkV06QVG/UN812xYjXVCudvb6+npGRgYUKlU4tu8sDBAGTmQuuvXr584ceLKlSudnZ2BbLFYfOLEsTFjRhka6SIBqaPHjmCwbBa+P9/ASBfORt9EFyJaLHOC+9ExJkZJlalcsAHL3ra4uBAstrAww5OCasbNwU9y2lyylYOi/VTn5M/HdfX1/AL8o6KiUEHwSkPlZKXnLX5/0eSJfRPHd1WXZ6sVAje5wN/b1dmRIREyuVwbhBomprqIY4jp0GxMODwbtbsLXh650gmOE0+HzIQHDQ71Cg33WrJszpmzxwpLkm2ZRt5+zjjbrLxwRGPQKLZMPZ6AhveN78gKDQtMS090kfEZLLO8giT/IEV9U+HK1Qvw8kBq4BnFJ0QkJUfjFYqKDi0ty5s9Z+q7C99ZvPj9L774YurUqajR4CBqN+o4xB85Z/aFc0PTkJaK1zYUwG+zoUB9ZUPB/MqGbvc2G9pU8cp+/h8aZcmSJbg7AG5ra2vPsN6+/uFNza3FJWUVldUtHZ0jxowdOXZC17D+prbOlo5urIDRr6Hco7WOjg7s2/tXho1B4dqmtsaWzpb2HiSs1DW21Ta09gwf2ds/CmnYiNF9I8b2jRwDcA8fNXbkqDGj/srq6uoQNuKgw4YNg28gjwv4jugf39k+orG+q62lb1jv6N6eUU2N7fl5Jb09/UQizpY44dc2duzYESNG4Hqbm5vrGupr6+samhqbWpqnTJs6btLEUeNwvWPGTpwwdcbAOwvmL1y86L0ly3EHvt63v2d4f0tH++ZPPjp/6deFi2cc+XHnzHnD61vSbt47npjm0dyRlVMQOn0WHFc+V6hXWBbBcTRUqB2gNSLjvOqa8w8d3/nD0a+KyhNNaJSCikRbjqGziiXTcOctnAaNCRRW1eRV1mTWN+WqPfhqD0FFddbiZTPVnryEFE+Z0qazt6ShuWDewrFiV8OoRCdnhamBCQV1Q+zMQZSKoBVSGip1xar5ALSTmDkwc2xKWrSrwlEgogvEVHdvR5mSyRNQIXULi7JEYsf0jOQffzry5Om9Ez99f+b3k5cunwWgBwcfXb9+FQr61u2ro8Z0h0f6CZwYOXkJLAcLhUoIUQy8IpmZ6+NYiGeBXYh0QN/ckuikERzqDh0NlLd31uAnGA0JBq4hWMb24DiWYAGkGcvBCn+Cvla6iT08FTS6aV19OXQ01coUETeNbo7gAxclV7kwOQyiYcHB9qs9X4Jf4CYkp5G5AdeRKVdJ8vLTgSrcPSrNEEzRMyRG8IFkBpqdZEIrBhVoNqObGpjr/xnNZDKxJCi8Y8/ug0ePfPLZtncXvQ/5DCFhzaSbUk0q68ot6GZ6xjpcIVssE/kG+YDFPB4vIiJiYGAAaCZ7PatUKmtr6/nz55ubm3t4eHR3d8fFxQHl0dGRgYH+tna0ltYGnGdAkG9IWCDozOU7mFKNHfgsLEFqeBFIfpyzoZk+AG1ja2VhadLV3cbhstw9VDq6RFuzJdWUx3cYP2E0MC2ViX8/e3rR4ne3fvrx1OlTVq/5oKGhAWi7efPmqlWrRo8cJxTwVyybu+aDuSmJQamJodnp0a7O7CAfudyFIxKxwF9zS2JeK2tbohMOlqAqHg2EMznEqLevEu8V8i2t9AJDVO/MHxcZ45lXGFdSngLlgRdJKLGEtkBMhvdKB57MghKXEFpWXgSBjJckJt5P4ymqayyYOKU3NSM8PjHYw8sFstpRyEzPSJg2ffx3338NTY1dklNiNm3aCB3a3t4+cuRIcuzQH3/8EcE3CejXmD5/7vKFc5ex1Ob8hQ0F8NtsKFBf2VAwv7Kh273NhoL5lQ0F8NuM0vGGtXd0IbV2EglEJlNjW9cbqbOzqwc6FC8EdDS4jDuLn/X19RC5WIJ6yEFRkM9Yb2hsrqprrKhuKK2qK6msLauur6xrAq8bWjtbOnuRWruGtXX3tfeM6Ojt7xw2Cvp6WF8/EAz+gqHA8etzIye+ROHIJP+E9ba2Dgjnupr2+toOMLq5qau1paettbu9rae+rhmpsRHn0wkuo0xUG5wVWQIMpdXU1VbVVNc1NbZ2dnT29oC/9c1NNU0N9a3NDW0tSHUtTTWQ+c1tuPAmnENHR2Mbzr+6urF04tRh9S25WQUh3SOKx0ysDY1yiUlQf/zp/MLywPeW96TmqIRSHbmHlYUNxTOA++6S8RUNmaW1GXWtxQ2dZXHpQVwJnS229A2VF5amQV+AEbEJ/u/MH+Mf7MITmja3F/SNqIVqhh5PyfS0sqWkZfuOmdAM6IvlepmFypauFBwRdQNwByh9/TSBwR6G2o+bfQNcC4qT0jOjyytzZs4eN25iW2pmkNqTw3eysOeY+vgRk2VAov5wcP+Ro9/v3bczOycFcN+3f8+HH64Ho3fu/OrQ4QOfb/8E6Ny1ZxvLwVLPgOKq4IPCqIeEiLa3QO11FNqBsDZ2JjxHa2NTih3T1NrWyFFoi6oocWF7esvs2VQnMcuBQ4eIRrUHQEEEwN2OaUE2Q5MffCMTkbWziyPd2gzJ2sYS/sbWzgqYZjDpdiy60l3hoiJGfkjPSYN8Bs6Ibnb6xJWGRwVKZUJ7B2vEH9Dy4yb0SeUCHW2PCPDOlm0DNENHW9vT/4s2aJ4TH0TmOPJdVcrFy5d9d+hgcESInQPD2MLInsei2VEhybE0tjBUe7nNeGfAxsaGop11Gy8SOXAzOWpddnY2m802MjICmhGlQQeUlJTExETV19faO9h5eWsQsrC5LLlSikfmLBXRGVZwMwA0R+AAX8LkMYhpukz10rOSBUKOWiPv6W3HYwqPCJoxcwoiJNwWjbti1OjhxKiqxIf4sbt2f3nm91M/nzr54uXzb7/9evHi93fv3omKI5cpOtqb21rKk5P8stIjGmrzgGkhn8ZhmEglTBbLQurKw4PDDcQDpVkbmlvqMFjmiGmQI3BiAaN4voh74OCDQjTLVs5q7SwKCJGCxeHRbn5BzgjI/ILEEhmd72RmZ69Hs6EwHUydpRw/f0+ikaomPyk1xNPHWanm+fi7BIepEEqq3cW+/kokPCa8VzK5QKWW4I2NjUMEEhIUFOTj4wPH5unp6e/vHxYWER0du3TJyuPHTp47e+nc+cuIb0+dPrv32+8B6HPnLgBzP2kNKyQ6gfXXjctntc0XZGPCyZMn8Sf8BPTPaCfBwl6HDh26d+/eUKC+zbAXCnxdPlYuXrx44cIFlH/s2DGUT/7p+PHjR48exdGHgvaVkWeF7U+cOIEleSFYwS5DD6k1SvMbBu2M1NBCpLqm1loitZGpurmtuqkDKy2t7UAzWAxGk40GWK+qqmrQGv6EJclrZJZXVFVV15dX1YPOxRU1SCB1RW1jVX0zUnVDS01je21TR31LV31bT1N7b3NHD+EktPbvRpJXRhb++lTxs7a2trq6tryspqK8vrKiobqqCbCur2sBXxsbWktLKktKysrKKrCNtutlE86quroaJ0wWi0zQubK6qqahvrG1pbK2priyPLe4MLswP6eoIKe0KLukMLMov6iqpqSmrrKusboBJ9yM66ysqyqvKY1LCmnvqWhsyy8oi6prSodkDo+RJaarVV4WkYm82tawKbPLE7Ok9gKKWG5GDEbuoC9RcRIyIqubSwoqMv2jPDX+koBINzafGhLmAS3sG+BcWBojU9HtHCguCqvq+pTYJDefIE5BWVBotCAuRT5hSnN4jIvCw0TlbRQSzYtPcUOFiYj2ysiKLS7NmP3OhKgYPzbPUqXhe/lKbBiGAKu1nUFeYUxdU2ZSmrezq3VIhKKzp7KyOg9MR9Q8fWAyWJCaFvf1N1/m5mW8fPkcig8yTejEtbA0LihKB51RRUnyOnCo0NF8gS1UOZJQxIS4lrpyBU52NGsDNteKnASaXALiSjcnlVoEVWtmoYuEfHAcTId2JgENgYYlfnK4dgiQIaKR6NYWbzLalugmzNCHrmTbiaROI8f1g9EVtWVqL5WBMQUiGqIbuyMSR1ETJ48YP6lfIOGn5qSU15UJpQKlp8LdTwMBrmNMdDT+y4SztWbaSGRSSzrNjGrJ4rAt6JZSpQw+QKaSEpOC61GcXATANFT8mImjHRwc5HL5ggULjhw5Ul5eDjpzOBw7OztIaXIqFqzr6OhASqMKHDr0g5+fD2712nWrsfxq53a6DZWnnXyABDS4z2DbckUcuBMAGgrawFjH1MwAG4N3TiLewvfmPnp89+PNGxa8O6eltX7bZ1tmzppmx6C7SEV19ahfxdm5WYuXLjp8+CDS6tUrExLieBxuVGRoaLBbelpgSWFCYpyvt4c4yF8W6O3MZhlHRfumpkd6+8rhQZFAavh1kJpCfJVDh3yePHVUaLhPWUUuYh08XOAYKgEpMFQSm+jhGygCmmVKO4hoJ2eqyIUukdo6y+xdZBypqyPQj5fQN0CqcOPKVQ6ePmK/QBmWCjc+GK12l+CVwGZwAC4yrsbD2T9Q4+fvBToDze7u7mC0t7d3QEBQcHCo1EVRUFja3tEzecqMjzZt/Xjzto0ffXLo8IkzZ84Ci1evXiU/9SZBee3aNVLnku3Cv2s7XZzTTtGNFXCZ7Ct969atn7WzF4LsQ0H4NoOov3HjBgoBScHWw4eJf8jt27ePZPRrb0E6hqFUfsOwJTbAxlj+qLVT2i/Xd+/evXfv3h9++AF8R/kAPV4wYgyv6jesqroWqaKmHgkk1aaGYm0qqkZqKq6uq60jyAgD70hSV1RUFBcXg5h1dXWAMqBYVFRUUFCQn5+fl19YUVlbUl5TWFaVX1JBpsKymqLy2pziSqS80trCCpTfVFLbUl7XVlXfWlNbj8JRFOkDXhtO73V7NIH+8nIctLCwuCC/pLCgrKiwvKS4oqy0qqK8prKitqqqpqioBH/FEueDfVEmuRdZMulCyisryirKK2qqq+vrgOb03OzE9NSY1KTYtOTYjJTotKTIlISUvPy0gsKsopLc0vK8sor88sqCsjIcsLqhcue32478uHvOgtH1zRmZeX7hsc4RcaLcEo+mrmi1r4lYQfEJtZaoDAKiBOUNyYGRbsHRPoGRfu6BHq6eMoWvq1+kR3RKoE+gtKA4ITLGPShM6h3AkWuoiemK7ELv+FSFT5BDfpmvxtcyOMqhqNJf6WFdVhNR3RQWny4Kj3NMzXYPj5az+SamFhQbhr5Ubk+z0bGkUXgCCweuiZklxUlik54VCsmjUDNc3axFUnO5m11pZVJzWykqBij8zbe7Cgqzq6pLvX00zi5CyLEffzp68NCBdetXd/e0nTn7I5tLKypJA5cBKTBaoRIEBLkFBquxwuXTncRMd0/n2PhAoYiBbQyIUZAMRBKWBVUXobGXjysqpD2bRnZ2NjXXAQi0DRF06DVE2UAqiADh5sAm/lVFtTK2oplY0cxodPPXmLa2I4aJcNW4CiSOKg8lMS6d9uttQiYL7ZFsbC0g/4tLsxCVL10+/8NNq9OyUz76dKNngIeRpaHI1QnUcxDY23Fs/4xmMukY6prTLHQNDWxZTNAZUlri6oxMqdKlrLrUJ9BL4ioqqSwKCg8Ar+csmG1ra6tSqRYuXIjqVFhYCEENRpuamurr64POUqnUxcWFRiN644HXXl4era3NFpYmuXmZRsZ60bERENG+/l4yuTOpykFkqo0F6Ey2xiDHkmbM5TF0dCle3ioEB7i6nt7Ww0f2339wa8rU8d//sPfwke8Cg3xd5c4Q0W5qOdPe1j/QZ8bMqYuXLIyNi2QwbJ3FEl8fd4XcIS01oLoiNTnBF3TOSg/JzQhVujpIZQ7uXmKJiwPT3hxRETwrGA2HinAHjHbTOJtb6gHNeJrAtETKYrL13Dzt3DyZfJERV2Dk5Gyh8WKD1FKFrUzJlLvZA8QyhYPYhenoZM11tMJbJxTTnCR0F7mdUs1xc+dh6apku7kL3TQiN41YrhSAzgA63iIcSK1RqNVqjUajBbSXp6e3p5cfklrjHZ+QGhefEh2Xmp1XGpeY4eMfFhuXHBQUkpiYSOIlJSUlNjY2OTk5JycHOQARYuuBgYH169cfOHAAdL579+7IkSPXrl27Z88ecBlSF+oV+YODg0MB/DYDkQ8ePAiAgptgKwqBh4BjIFtLwFnkg7+kzxhK5TcMJwCIw4uQ0hs4Rs7v2iGt4XXgbLAOfL9W2ZTiN6youBSpoKQ8v6Q8t6gsu7gsu6giqxipikz4WQaqVUAYVwFwAB+Qh9c0NzcXmaWlpbhNiPUytYaV7Jy84pKKguKKvOLynMLSrPzizLyizLyS9LySlOzC1Jyi9LyyzKLKnNKavPK6gsqGosr6wiKEhiUothJSj3QbVVVYRybKRz4OhCXW4Qa0h87Py8PTwipxCcgHkbEBdsRe2Bgrr30JME2WQBZSUlaKVFxeVlJVAUCn5mXHZ6SCy0gx6clRqYnhSXGRySlRKakxaenxmVnJ2XkpOfkZuQUZOGRpYV5xTnJ6ZEKqf0qGL6SuXGMRGsOLTXEeOaEgJJrtHWRdVhfq7s9wcDIIjVWHxvkm5SRnFObEZSaHJkQExgYr/eRcF6bKg+eqYgjEZqAzT0ShMSkp2a41zeER8YJxU4uDoxlFVe6d/XEhMcya5qjyulCuiCJ1M/AOsg0I4yjdbSC3uQKT4HB5Rk4oKoy5FcWGSYG0EUtpQomVWGpd35ylZ0xh8SiJ6SqJ3Mw/RNg7vLqmriAuPjwmNgI1nMtjGRrpgMhAtn+Ad0Zmipe32j/Ay8PLFTEpKKxUO5ISydNbGhru6R+oEjvb27GMWWwzJ4kdRBYqHkQZlnQbQ5Aa4johKVTiwhZJ7G0Z5lZ0I+hoNtea7PvMc7SxY5qRjRugMwJqJotmSTUiE9XK9E1GE3OVCjlELw4DCtHvTZ/iLBcD0IRUN9WxsjYF1kGxopLM1PSY3r6WoFAvF4UkIj68qLIQKKfaWRJzKRlRWHzmn9FMJlvQW8A1MjPlCQV29iwXuWv38J7ohBhDMwOxTAThjMOJpEKgEwdVe7lB4vH5fCwRmJPDeILLjo6OlpaWZmZmBgYGyORyua6urlDWOjrEDJBcnj05qbm5pUlaRjJF25UNXDaxNDIw1UPJZnRTJBLQphb6ag0xMRgYradP8fXTgNH+AR7VNWWWVJPYuIiy8kIUKJYI4uKjIqNChSK+qbmRVCb28fWwpOKGmKmUcqmLk1LB9vLipST55maFx0RqQoNco0KVAb4SurUOw94ECU8QdOY5WnP51giMkBw4VngucqUTHCpELqQuUM7kUGKTXQvLQxGx+YfATTKEEnNHkbnakwc0i5ytIQiQQGSZgqVyJzp4cBxNBWKqkzON0NcyG+Qr3NjQ0V6+Ll4+MrxFGg8J3haVmoix5AoXODwAGiLaywtS2lvj7u2m9vTw9AsIjnD3CnRz9wsMifb0CZZINXKVl59/IKBMEhmQSdJaamoqfiITK/Hx8XFxcYA41rFBVlZWdHS0v78/sLBjx46XL18+evQI+B4K4LcZWHzmVae1180RgCnZeIIcABoQRyYYjeUQLr82bAk0g78o6qTWsEI2d6CE7777Dqoc2hw5Z7UDQhGzscFy8rQpNx8pK68wM68wPacAAE3NKUnJRSpL1ibkFBOStIxkHKAJP4b7gruAQgDkjIyMVK1hBfm5eQW5eUXZ+UUkmlFmWnZ+UmZ+YkZeclZBcg6YWJpeUJ5ZVJ1VUptTVp9fVpOVnZuXlwf4kjjGsXAUkBeZeAZYIY9O/gnb4LB5eTn5+bmFhfmQ1KWl2AB8L62tBdmxYVllZTmp96Gd4VRIrBcUEfK6uLQEqaCkOK+kKKsgLzknE9oZqhlojkpLikhJCEuKw+sQFBcXHJcQmpAUkZgWnZIJj56Unt0zfGRb1//H2HtHuZLd95143a8zGmigkXPOOedcAAooVKGQU+cX+uUc570JnBkGkVQYikHkiKaWskx7adqWV9bukSl5JVlrcSUxSuSIFLNM2dLKu3vks//sHu23gHnDGdGyjfM91RfVhUpAfX7f3617b92//+jm3YcX272kyXEWRH7uXQOnfxvQNDvWG4zfHZSGErobD45702YoGczXy3W2XW0zzUGnczCip51SC75MGUtray33tTutyXGY6hmvPygND93X7pVKDfmDF8nJiev4Suj597SzhOzCtTJiwOkNAqROF9Vm54rayDPaVrEGeJwCYSdIXzSpA+5tLmGp6t47qh5faKr0PKCfbNtjWYkrwKc78YuXh9wN+nJuMOxsbK6k0lGTWTscddpss1zJ+/xOqlUDR04v7wlFy8hPF/4Ifsrl1QDKGr1Aod5cXOQgOBx0IuXBFFe7P2iG7wajYZNhlhettZA4O1z6xV1BzJTKNwU7K7vSTfxLb5TJFNtwbX8foAFKoDaSDG8I1gFK7BVc7eUbp6sbPL5w1WRWO5zGC6d7dJtoMZXNbW6o/nKjBNfs8Nu5RtBrMODcSBo/ieaFtnb469sbvOUlg8VsttuS2czTdz2fKWb9EZ/RZkA88Ee8GqNqh3vCk1ii3AWF+Xy+3+/HZQ/Tt2jUwZsP0q+YvzY2NvB2fX0dzhp+ViDgr6yekcm54dz0Ro1cKQGmzyzztnY2NoVcnQYCwAr/7KLNHwC9GPMT2UaDKiKwgZXrm7y9g16pnDZbNKGwd9Gjh3uyAY+3ubUKB72yzjXqwBnDl8gNMK2Qra7y9LpNh2OnkHNWK/5QQO1y7AbccqddHE/YAmGDPwS8as02qVq3LVduIbIC0Iidm3yeySLHFs1Wld2py+R94YRiuBffO8mTjLtQtcQzGgBarj5rsu7oTUK1bgsyWgUwGfG0IV922N1ih4cbUsZk24Z1AMphpUNRQyRuAe6Rci0Uilrwu3J7DQtAR6PRZDKZSmUSiVQkmgSgnZ6gxx9xesL+cKZQadWpfrXRh48ulirVahX8BXzBHHAGRK5UKtlsNpVKLapK4vF4LpcjCAIoT6fTxWJx8ZHbt2/DXH/pS1+CEX4be/+7Xotnay0quxcIhs9dVDrD9v71X/81YA1HjLdAMOb/XTA/e+GDixoSoBkfXKwWaF5Y74WzBrKxqoVn5w3nr8ForuG4Nxp3R1NgFAyFWoM9arhHDQ4WwtuDkwscoef1GEAwTtDCLKPQe/ZCedHtFe621x93hxOscEFndjBp9SZUd8xODiAAmtPsfHfvQm//Yn//BAvjg2DowjKDyIsYgC8DhQW4F2ieg3sfyeNk2p/tDfcPxodH06PjvZNzB+fOw0ofAtnAN/Smu+aqRPYBeqxthHi0Nzs4AtGP4J0Hs0mzx1YZqtCs5RrVAlUHmkt0o0A1siQJZWpktt7I11ulZrva6teZYb3VLdcahVKWahev3Oi9/L6Tx+9iDy+mudq6og8aTkiCTIXjzs6IrtE1ZtSvMnS8WPLGE/50Oteod/Ynh1f3wxnj4YXS+CBJ950kqwOL7z1PBNO83p5tes4dzS9dvR8/vR3OVDcPT6O+6EalaTw6zROUGVY6mBCSjLPSsFQatv40yfTD6YLBExTB6QymaXYQi6XVcECtbjBdUjr8y82uJVWUa01LhbKvTKSQI9dqRDgcrBCFdCZGtQjYamCaRv7QZ4C83oCE5QGaQUOwGETela3s7C5JFWt6k8hg3lFqNnBtwxDtH3bgjHB549peXuHBlMEmz695mcEkhxfDFFAGbpBNiyVrKCxuGy6qpLm7iH9PFUcwFjizzg29BmxJVbuLsUOzpbTepBRL+cAWzdRu3r6YTAeQkperaZKuSdS77SGjMipBdkxBYZFi5yfRvNDS2vKZVZjVJbVeV6iUK/VaLB3nce35oiCyN+ROF5Lb4i0IFn6Nv7oYAhRAsVgsQqEQlhksNplMa2tri/poqRRQFgDiiybSWq0a9ITn5YZUnT8ebDEcB9C8YDQAvby5tGgIuMpfcri5vh6b/DM4M1vbS0BzIuUHLpUqsctt9gdcW/xV4J57Tu72FtcaWryt1EiRA0HzR0Qq+VtrItGGRr1Wqbim41I+6wCXSwV3qx5yOyXBsM5oEdldcl8QhV3EWoNJotIIFgPYhqOOXek6RXMt6C02NV/IK9as5YbRG9mCFbC613zhXV9IHkkYN/g8ofgMsiirQ+oLqaMpTSKnQR4ZS+nxX19ICVKD0Wa7wOWTw1l7/BqnR7lIxdw+Tg63AtF9AegFVUFnmOiFgy5WyHSOiCZL4XghFMvPp8VAOJPLlwFfMJckSXhn0BmpDD6OmbDJqfkLsC6VSrVabWGlsQAwjSlI9dprr33hC1+AXX0nfv/bLzAd9hb8XWAUlIcNB0Z/93d/F+WF2/3OHLVY5r8CaPB3cSPxm9/85qJ/DT7+m7/5m5///Od/7/d+D/OxksUmQHCsnxuYnGPrgFMHhmowZAfjBUY5kvZnzcGs2d8nB9AB3h6dP13UZoCYcMrtdhsfB/W4Co3RaEHShafG6ej2ezTTpTv9dn+04H5nyHF/Duij9viQmRzS4wN6dNQaHjaGCADT/nj2loPGC0hd0P9g/uLqYeYV3IvY0O2ygyEzHNMjrG/ane31gemDwwlIPdsbDUddLIB9xJKL3cNeLWpg+sMBggfofHByPD7Y646HtXarTJE5ksiSRLFFljstqMTS+VYr26TA6HS1nq0283Wm3OgR1CCervaGs/MXz0322ycXqZfee3DzIRHPiW1OyeHROJONkw3iwaP72BDVZm/cfUC02hWKaQ3Hk3Pn2b29VLUayGfStfTdp4e/8KkH1+812bFrdOS68Sjz0vvp/oHh+sMMM9bceJy4+iB860ni2oNEvLBB9azZirpMmg12nlTDK9Z17aGXoEydccDhW6/Tribr94ZFDh+/TNqbrBcXjMG60pvEDi5kOhPn+MjHjjzwQXUqeunKfq/fLhQKOBtIkJ97cl8mF1aIbDIVqZPleCJ0cn5SracPjroev05nFEC4sFVaPi5LkeQM3BOuTDAadMYlh6laK8SlHo07cYWD0bDJRrMMHhn8BWuAY7jCeUOuVaHoLF9wZmubq5sGmhcLPLtJuLUr4b/9JuHy+hJ/ly+UCLwhD1cfHXQtrfEotgH7fHaNqwHgHgrDVoNh7o5TiUhxPfRiPoNd3+pRNbq6LeFD/5WbhBuCTafP5Q+HVjc3OGe6trqyuRpORCxOs0wtXThoBAauO4nHpjVprFYrTloikYB3hlle2GeRSAQiLx5VtWjXYbPZQHCdTqNUys0WvUC4GYuHRLuCbeHm+uaKTLGLo0CwEezyORO9tbxo87e8wfVfByjProLm6h3xGqKO22u6ceuC02VadC1Z4TrHL3H9jHicj8Y61To5f5sbZApnD+dNId81GuUOu5gg3LNJmaai6aSJacWOZlWWSfkCarlqBV8lTDSm+Abx/SI3QiSuNzLbwqV40rOyxkPAM5oVrXZWaz5jcZ9xh9bxw2t1vamCTmNYgYMWiHiIzQoVH2tweHb9EUkkJYln5cmcIZYyhmLaQEQNlHuDCrdfARM9r6eWmawSZGBOjxobxRy7U+322D0ej8/nA6aDwTAUCEb9AXjnoNXhd/ni3mDK4U96I7lYph5LlQtFOGMC5G21WjDI5XJ54Z0T81f82QvluSVPIdfBW2AKKMcm8Gv/jd/4jb/92799J37/26+//Mu//NGPfoQprO5v/dZvve9971u0WXjve9/76quvfupTn4Lh/eEPfwj0g78o/F0wv+21uEWJJX/nd37nM5/5zAc/+MGnT59i3xBFsJ83btz4yEc+gk2A0X/zN3/Dg8OFOoO5+hOgmR3A586eAXrSHPxY1GB07vTS+YsXDo+P4LhbDE3RLZB9tncA7e0f7h8c7R8ewJwORv12h6HoZpOiaYZt94awxoBvbzTFJpgeeL3fHu4x8w01O6MGC0QO6+3ucDqb7U8X1dCLSm1QFZFgYdsxf2/vAO683e40GlS1Wul0m51BvTsk+6PWcMKMZ+xkrzfd7+8djkfTXqdPs126N2CRG0DYK6g36HaA6OmEA/T5EwC6PR5wDpptwTXDO1f7neakT01Hzcmw1GbzLTpHNmGiM0QjV6NKJFtpdkm6l6/UCkQRm77/5PjnP37/zmPaGxay3Woqk0ZKdfXaDbLBpLKV6eEFuy/WGR/lanS6QtY7PYJpZ6pEZ2/86JW77Un06FKqUFf2Zu6Tq9F0ZSuaX44VzpId5bnrITB6/9R952mx1JRYvbxUUdGfRtuDUCghjqal7MgPaxyI7eydzxmdZ+M5TSAuA7hNzvUa7c1XrSinCyYu6yfNd59jHIEzFg9vcpgqEi6Pz5jNZ8hmI56MtdokuJAtRJNZf6EUPTzuZXIBb0A/mtZJKq7QrFjs4nDMnEg7fEEN3grEPEyNFqHBLJDIz25uc81FYMF2pWuJlAeZMii8I15RaYSANbwYhGt+0UQPUAYF4A3htTGHL1gGoGG0xRKY8Y1F0w6pTIBoAR7JlDvwmOByOBE6s8o9tmpXKRSI1hcymFVtllRrJGy3fv3m+XMXpg63JV1IGe3ms5urwHq+mnMGHHDfuyrx24j8Du1IhXzRlkwt562c2VVI4pkEDPXZjeVN4YbaoNIYVYtBM5Q6BegMO+8LeOHVXC6HRCIRz198/qZUCiaD0kKVSgEib21xtRxw0HgLn+t2O2UyyWjcg4OWKyU4nJ1d/pmzPL54fVe2vS7gBj4FrLd2NkFtHKNOL1/0FpHINmb7XO/QTq+GIMRVfaxxD15Z9FuRy6VCEZ+r0V7hanu0BrnZprU5TQaDjhumwyEWS3lej4JtZyolr98trhetty5S9673enSky8Q67XgopDJZ+DbHjlq/rlBvwkdb7UrR7orXb8RXhkRHpjyLMJ+tKPwxfiIvLdb1+IUbrGv+sAZsxbeG73d7hyeW8Qz21XByN0/APiNaayMxXSJtSGVNsaQOgDZZd0JRgzugsbpkNpfSGzSF445w3BaI2OxOi93pcLickNPtcnt8Lp/f7Q+5fEGb2++Hm45lLO6gwx8Np0rhRCaTg1mqwXgxTKtYzMfjXN1IvlgI4hWKhCOxKHebMRmLp6OxVCQaH44m0XgMs+PJhMPprpPNj3z0F/7d7//v3/nO9/5+vfX68cwvf/mrX/van3z72zC23/zsZz939er1VosBhXClx2IRpOmf+9xnf/ADrhUHnC/c9N+lMvf61txAf/svfvRX//E//PUf/dGXfuEXPnH+/MVKpRpPpJAN5Ap5j8/r8rgrVeLeg7v/5LP/+A+/+Ae8yf7F0ex8f3zM9vfbvQOYN2Zw2B4e0f09+Nxmd0CPht39yfB4Njga9w+Gk8NZb9ynuwzFttp9wHY82T+YHhxzFc3TfVCYBjLbFNOjR3uDw/P7vV4HPrbT6bEs/vYHA7hsrj55MIdltzdg2p0W3QbEO12ujgWedP9kbzQZst023cZ/Wmy3gxgAKPcAWrbbwoabbZpimRbn38vVbGdMHlwY7J8bAPjYZbpXJZlie1BHAWKHzd6Ehpg+2WRrzU6TGWAx2P5hbzJoDbiajSJVLzTICt2q9zrUaECNRiiUGSbfbKZJKl2ns5wo0DlXb+RrEJdfVfEpItdky+eujE+vDY9P6cs3pghLLbbXojskxdYaTLlOF2psrsqWGv1CvZurteHBq3S7M+rNTqbnrvaGR/7OnrG75+gfuJmxvdhQJ0o78aIwTez6kyvJsqg9dlE9dyip8IbUBcKXr1gSOdW8xYjT7tuWaXlm57YvrtLatjTWTUht2ZAZ1hSmDWdYlSW8u3Ke1y/3BqRqHc8X2h7vR2cnyWzZWKwkY6kkvkGc7WItHYw7vVGbxiyKZ83tfrTe8tYoT3+SCUTlgl2e3b2TznlFkmWdaS0Ul6v0PK1pKRhVGa18lW4NSQOyV61BuCM+u8nnsAsDiMsbjJ6zmGvFtS08g7fzmdxISZxf3l0HhrR6yZzaS7jUISwwh/tZoWhZsMO1BtkSrG1tr29tb2IKn7glPAP3DUVjPqJagOUPRZy+gDmTCxaKyUgsrDVZjU6P1es3OG0yrYy/u7W+s7ImPLshXOGEtf1YKxACAKi9Jlhd3V5BYUu8KZBu78h3wHeBVIAC149RI9VZDK6AJ5IMUzS5aNQMCm9urgsEfLhj/vbaXCvPhPI6wA3BZRsMBplMhiWRqYQjPqtN53DplWqB0So3W1VSxfYGf5l7muIWgtk6QL+2trK2vmQwySvVRHdAlKthj1+DEIgzgxRki38WjN7irwH98OMbolW+fGNrd32Nv7IjFxodRrPTiXAi16yabIh8kkwmlIxZQ27RqG5rp3bpmPhC2/3cJeLVh/371xuVkkaLb9PI83jVTpfGapMYTNta/aZGu6XRCzSGtXNXSpmKFIwu1LTw0TAErV44FDd4AiadUYGooDNJFNo1rW3N5t3SWpajcWMiborHtaGwxO3Ztlq3TBaB2SayuaU2n9weUNsDWptPb3KpdTalxqI0OU0mh8Xistk8DofP5Qr43EG/JxQIJ+P+RNQXj3hjmMYCyUQ4k45n07lyptYo0mydYurlaj6ViccS0Ugi7vMHvcGINxD1BWO+YMIfSvvDGX8kFUvn4tmsLxSOIduKp5CUNWj2a9/45g///D9+9GO/2Gx2WXb8mc/887/5m//3P/2n/+e3f/sL3/v+v//e93+40He/9+ff+e4Pv/2dH0B/8vVv/fsf/RUWuHXrUb3eHo0OZ7Nz5QoJDzqeDp48/+ill59/93tf/sIf/P4P/vz7n/6H/8MffemLf/jFP/rSl7/69W/86Z99+7vf+e73v/Vn3/v6N771xhvfe+ONH/yrf/VvXnjhPZ3uKBLl6tybTMcfCKXzOalSYbAa2UEH6VogHvj13/x13mDvfG96wo4OmcH+gs7s6LgzPvkxoIeD3t5oeDQaHPZ7+/3R/qQDhHXaTcSwfrc/HY9gVveP36xf7gwotkf3Op1xZ7g/mB6OEeu4F9Phbra2wejuaDDGC+aWe8P2ANk2zXJVJV2uLvvg3OH4YNod9VodukG3IBCc7QDzQ7YzaAP8rS7VZKFWg0UQqzQK3Sm1d34wPup0Jk2ucrhfJcHDTrneLkLNboUe1CDMJFqFartOIiIMO+ykD+NM9TuccaaaAHS5RSM0N4fD5mCEQqnF5BscndP1drbWBqOfAZrM12uhRCxTzlRbxN75yb3nbpxeP0RIoDp1qt1tIBRQ3WqTrZBMocZkCXgYNkP0UuVOqsRkKxT3tXZbMPsH58nDy9HTu7Gbz5VPbxfYiZegzYODyM1H1PAw2Ohaam0zMwxQ3Ui25EnngwSZGu/nepPI0UXi3CWy1oK9MIHCFSpqcIjU1m25cWNXu7IlP8NXLMnNQqtPiVRUpVlTqFYkijOBsGS4FwegK01Xe0DlSsVSvVKo5S0evdmjjhWD6Ypfb1vJV7XtQaDSsNg8mzsyntO/vXdcCUbMBrNYLOfprWfCSakrwNcYl43WTZnqjN7Mh5tWarbgoAFZIHiTfwYUXgCaL4BNPoPCAtCbW9zoSPNOg+typUCj2wWmgR64RQhrQOIME7ezuyQUn+EqQzjezWE3B/ScztwK1RoZlx177fCbWj3XgDcU9sKCqQ0WvY0DtMntUJvUO4rtrd3VDdGbgF6g+S2ecoDeWQXBVwXLEDi+KV7blvCFMsGWeGsB6F3VrkKngiv3RQKJbLJYzvkDboVSAkBDwO62YGOLz42hjGzgTb2N0fDVLpfLbrdbLKZUOpbOxGx2vcmiBKAtNoXba+B6hRiVGq0CNpzP54vFkm2gl8+1cuGqaANat09pdeyKpWcRt5B/zAG9CnHnRLCxJlrdknH11ys4q7JttUWvsdikarlcs2J2CvUmZSodzSRdRNrw0pXKu6/k3nWcfOVi/vFJ6sZe9KjvLaRFXt9SKiO32sVmi8xo2tEZNnWGLb2Rq7tAAC7VTa7gSraiovuefFWDX0W15bE4xbGkz+W1efyOQNjhCKhhESI5jScsCYS0kbA+FlVGwtKAX+T17vq8OAq1xblr8UgtXoXZrzZ5tXqXRm1VKc0qjU2nsRp0dpPBaTG5bRavw+pz2vwuFBZlR9DjiYJesUQxk61kS0QKTolmq612jagXM/lEPBOLpeP+cMQfjsFxB6LpYDQXiuUD8WIwUYhkciC73esNxGLJXFFntmUK5U988tOvvOcDl6/dBqDz+dpkcvzaa69/8Ytv/Of//P997Y/f+Noff/2P/+Qbf/L1N8DTb7zxZ9Abf/qdv/o//u//7d/94Sc/+SuvvvrBmzcfDgaH+TwZjaUns3G7i4ueevTk3q/9+q9+5Wtf/OOvf+1Pv/XGb3z+X//Ov/1dYPqNP/3Wd7/3gwXuv/2dH/7oR//X5z//+3fvPl8sNlOpUjpTTGaKlXozWyyBdaBaupj1hHGq8+//8Ae+95ff5/XGs+54zA6HTJ+rKe4MJ/3J/nB23O7t0Z1pqzNq98f96RRcBnD7s/5gNsHCTZaF8BF8fDDF8od0d4ysH1Rqtns97sbcZLA36I46oCvcMd3qUC0GU9C22xn2+kMOtQzL0F1M2Xa/A3PdnyAfGe3vd6YTujsg8SU0aYhstRFhGq1OE1SDWn2K6uHMNki2TrZIut7fa09PBr0Z0wQVu1WqV8O0QuXLzRxUpYskUMlWMKdQz5ZJoko1EF0QRVqDfqPbqbWZCkXnyUaJoqvtDtnt17tDot0pUu0c2cpUmUy1PReT5dTKVpvZGukKReKFbJmqTc7Nbty/vn9hWmrk8QOqUZ1Ks0+QPQSHfJXOEUy6TKcq7XiBieXpeJ5KFclilcRusz1yOOXsCdXXnVxJXLtXPb6UbQ+9rZ6jPwtcv187upRqD91VykY0XNVGGH6qWAnCQWdKmibrZ3qRaBosEju8MptP5gqprF6p2soXa5a35Ty+jLetXBarVyXKFaGYt7nNE8l4br+k3HCSbV+B9KULyVQuix8EM6DDaZ/Vq/NErP64KZxSIleNpuXFmpmkfZmi0R3YsbmEdpfS7dPyRTy5loe0N55Vb4t5BsuGRMFVdyiwIfmqXLml0YkAXMAXHhmknt8YXAJWUOC6FMKfcq01NjAV725xo4wqtoFy/Fcq34TewWgxkPQ2Q/omoN8k4OraGYl0R64Qz9t+rOsNCrvDZDQbpCqtymS1uFxWt11v00m1YoFkfXPnLF+4Otc6tC1YiJsDB72wz9zzVt400Vvbku0t0bZAsiOS70pUMoVOY7BZYOuiqZg/6DFb9BKJGDAFSYVCDqcbmyuLFb5NeLuBfwHQDofD7/eHw/D4mWQqAhzP74tyTcIdLi1Ci89vh7lWqRQbG2sCgUAkEop3t3FOEIoW1f1unxrpyyJcwT5jc1hyC69trnHexi6XBKzwV9bFCM9SuVYL168z8/1hlcOjS2dDqbiNqTpff9/BP//w6T96z+Enng6fnM+c67gmtKNaVGayuw3KDuOs04u0Oj7ss06/DVKbbbtWp7jWcrtDG76IIJKSuYNb2bKeHeB36I+n/L6AOxoPcTVjOVeu4irWnfG0AU48GNDFIupYVB6NKKJRbSJuTmacFqfU7JaZPXKLV2N264xOnd6u0Vo0KqNKbdRqzXq91YgoaHbiu7Phu9OYdMhaMMfudQZioWQ+XayVq61qvpQkapl6swQfXaxkU1muYV40HvEE/J4AZ6LhoN/CdDCWCsbjgVhEbzXbPK5MoQgr7fYHeqMpfGsa70u1eCJrd3hzuerPf+gT/+Ev/vrLX/7qV77ylUVvkTfe+Oa3vvVtrjXdd//8r/7y//zqV77+r3/jf/1nn/ufPvqR1+/cfjyAhW22SbJGNio+v6vbY379f/6XX/nqH/327/zmt/7sG5/+9C/92q/9yz/4gy9885vffKvC5Lvf/f5Xv/KNX/0X/wsQn8tXwhGuKqZQJMDDSCJZazaee/HJ3vE+vr7etPeHX/uD7/3Fd3nssNsedJD10326PWwj9weCYYrZwYwDNDthulwDjMFs1p8OkZiD5kxv2AAxmQ4wumie0RsfkK1BudYuEjT8Iz6+d3KC5cFBBBfglcv3m3Qdx9OaV390+gAuypiD/zIdroa6N+RuITLDSbM3rjK9cgMGmIZKJIMyQXaqjW6dwgd7JNWvN3tVslOpwYoyiBzjwxFAQ1AVWNoGS0KVZrncKEGYWWdqEOYgLhWqVXy3HPdpxJJuvd2t0izRaudrjQJJlymWoLsE3S+12HyDc81pEPaZMhUmQ9AZgoLSFRKYhqHKk3V63K91qGy9VG0zBRKr6uSqLEfzMkfnZJlJFNscnQtMskjDQZdrjQZF0kyN7eWfvjI9PI03u5bO2HvhWvnWQ+rmg+bVu8SVO6Xjy2nAOplXpguGWjNUIkKhqCGWUUXS4jJprVKuUFJl94qsbpHGuBlOmwMJg90vV1m2pPo1aFezJpAvGZ0SiWZNKDsrx7VnFejtQiwTTjkCUT9SKuRA3Uk3S+C90e43ANBMPzk+yIYSMl9EfHCu2u7HDdY1u1tsscusDqlKt+wJ7VCdQCKnkWs4QKt0K0ot6LwEi8fdMjLJVerdxbjv81YZG6Dn21toqNRSmVwENGMxhVIETHM4E56FYZwDeutZRQcAzekZoP+uVteWhDtbABnKoKFCuWswanQGrUAikahUGpPBYDdwHb614u3dtbXtM9s7a3NtQPMIwQUJzNna2QDdFoBeDBu9sbPBMXpXKJSKAGhIrJDJNCqdxWRzOTU6tUwmEc7BDJiiAFJzYBVuPlvtQpucBNy/FAoZ7LPH6wiGvE6XRakSC0Wr65s8HN2ijzU8NaKLTC5eXj4DXywW70hl3DBGCFEy5TpCYzRhxwlZABp0Xl9ffQegufZ5a2v8VRwIXyYQyaUimdDq3EnnLdG4M5MLhgLqWk7/8ffs/bOPXvqV9x39g5f3X75WvX6QON1PDTueCqGtk3aTRWgw7ur0Qq1OAOkNO0iYTNadahPeU+INif0RiSsgQMBmugmSSnoDdrvTEor4Aeh0wZMn3IWaI5LQ+gO6aMSUjOtSSW0iBjqb0ilHJu9zejV2HyebX2fzGa1eE2TxGDVmYFrL0ZmrnLFaPVabx2H32Rdlh8/li/pimQSu3FqLhM3L5mL5YqxYShXKqUw+lkhHIvEAdsOBLMXtcnjcXBV2MOgBqcMxXySCvCecCmOdgH4qn07mUkB5KBYNRcJevy+RTNfqjUKxHE9kxqO997//g0+ePH76/KPnn3/y0ksvvPrqy+9///t+5md+5rXXXnvw4MEv//Ivf/azn3v8+AnDsA2SJipkOBzF10pUC7Dv+HIfPb73L371n/7DX/mlD/70+3725z7wjz7z6d/9t//mq1/74le/+uUvfvEPoflDZL7LVWFfuXlwePyul1999d3vne3vpTJplUbpjwRu3L15eP4AQQs0/uX/8dMffv3neeyAQbaLpJzu1duDRnfMDKb90Wza6U/a3RndnrU7+z0gcLLXGw3Zfo/tj1ptDq/wswArFusO9tjeXq3RLRE0RDGD8exo//h8fzwhGQaGmqQ78JVEg0bKX20y9VYXczBFmWi0UW73p1yz6yFXqVJnJwQzLlEDrsa2ytXe5mptqER2oXKjB0xXG1yjSAgfbyNk7I8gfHnlegmqUdV6qwahAMGrUmwTwpwyMvpKrUQ0iHprvicsdoPbN6qTI5owvFydSIMtNrrgLDYKyIKw6XL7baIXKjV7OZIJpUuBdD5Ta6aIWrKCPRrDa6cJFkpV6FSJ4ehcomOldrLEzQS7yw0uMlF0k2FqTDt3eK7cHQV648DVW/WX3r33+MXe3kmUaKpPLiX3TsJN1pouKHIlI0kFSxVfMKwOxnd9UX4ip0gVNJ6gyOXbdfjESv1KMK6NZE2+uMbgFCiNGyrTpsKwIVSeMTglKvOOxioxOBUyvWBzd0mmE/ljvlwF/r8YT6e8IY/NY7J7jblKbP98N5GzvPv911qdEAxyOK6xu3eCUdU//qc/D0xIFSsow7nnyuZgTBaIyo3WTbNdYLBsw0HvyjjccM025MKNzbMLHC/azIl3BSLxNjR/igc3BjGcr8Go1htUXFMN2Y5GK5VI5/2/JVwnw/kwHZzjBsie1Ri8zUfP63ZRmK9cgALyfcAahloiE23t8IWSHalKotTJlXrprnKbLzy7ss61jngbmn8M6G3xFhi9IVgH4DjGba9tCrf4om3hrnhHsgsJxCIOvdsCHIBIKhHscGjmcy8BDLRAsIPC5ibH4jeh/E6Bp1v8Nbli12h689klOFgkGXwBV4ED4TARqHR67jnoa+vLixO1KxHAZau1XEcSk0VmtsoX1fcIRThY0BlbBJ6xC1s7m+tCDtBIBTZEq5s4aRKBXCXUGlbSOW40jGzO5/VK80n5Tz9lP/nu0esvT19/18ErN1s3D3NXj/OHkxhN2ZqUx+lS2O1qs0WmN4g1uh21bpurg9bzAXq3X1YkPN1hju2n6lQwmbUgVLvcZqvNGAp7c4VoJu8pVJzFqgM/mHjCBiLnMtZMWp+I6aMRQyxijyXcvpDFEzZD7qDZE7J5Qg5v2O6LuMwOo8Vpsrosdo/V6XO4A078IH1hD1c3mwrH0tFENpYppku1Aq5lGLwKkS0TqYVKlWShmMxko8C0N+CEo/eFvXAe4UQIuU4sHY9nEvFMtEzClmXi2XCunCEa5UqtUK7mJ9NBsZRFTjOdDU/OHTBMi6iUWlS9XMqWy+lSKVWpZOo1zKl1uUy7nYiHT473b9640iAJj9seCvqTiRim+VwKwmLNBkG36g/u33r+6UOUvR57qZiZjHsXzh8eH82mk/54zM6mg3qt3B+w3S6QVCOqRWBdb1AbTFqNTulwWXGkBSIXTgSTuXiDqUO8zohmhy2mX3vrllp3xPYnA1jadndCw0F3pkAwZ28HQ6bLmV+gGY54AWi2N54vNlpY2irZbrWHg/H+eO+wOxxxFbKdPlwqCFhuzr1wk640WZjWOtOvUAzm1OCgB7POZK/Vm1SZAdCcbw6zZD9X72WqHWjhXivUEEwskJ1CjS3WO5Vmt0aPyPag3euP9yeTg2mrQ5dq5WIVjK5ADQZEJqFmm3PZEOYQZL1cbVZqNFFnsKucmiy8OZQrNeFtoRzRysEsEyjT6UorXWylSpgyoO3bFc2TyXIrVmgkiFaRHiSIZjBXyTY6iUobipeB5laSmzLxuRZ0rjT7yDCYdodB5kARrWZmOMy2e2Gq7SZpW7muL9aUra55/3zo8q3c/rkI03dWm+Zqw15ruIm6t1ixxzIyf4wfTAj9UZHDux2KKyNpjcUlgJWOZQzxrNnk3pFol6S6Zal2ZVvKE2lXpMYtnVNh9GiUFplYs2u0W6PpNDI+T8gHS2hxmv1RdzDu5AB9zF6/Pf0nn/vQ/nFNLOOFYlq5emlplTfeq9qcMqGYl87b9o4riazeF5bCoJntfJtLZHNx3cmkCq4CGnQGkZGGg8Vz0AglEjG0aOSwsyNA4g98g60AlsWqV2tABJXX55hzfGvhu+G4keBzABWenddpnHmG6QWd8doEqubYXAcBz55dWj7LW1tf2uKviiTbQsn2joy/qxRKVLCTW1uC5bNrPAEwK9oU7rxdnLUXSwWCXf6C0cAcpkA8AM3fEQLNczrDta4vra4sr62vb26sr69v4Ag2+dAWWL4JBy2AhNxrG3Himd7cCgLPFv+sXLFjRjqvliJvsFi1FptaqRaAvwhpot3VXenmPJ/YxWlBuMIUO4aZWAZJiVC0vLrOQ/TC+cEKcRK2tjYWFSyIFvOONtx91J1dvkCyviVaEcm3daZdsZQXTyiSaWu+6A6H5fWy9ude7HzsXezrr85+8d3nXrreOu6GZmxwyPpZ2t3rxwJ+rdujs9lURqNUq+cYvQC026eOxE35kr9KRupUOF92heM6j18TCNldbmss7i9V4oWyr1L3VklXIm3IpJ25rDuftaSThmhYE/Lrgn5zMGgPhh3+sJXDdMgCNPujTvzkQgmXw2dy+CyuAIds8DoQ8wTj3lACBiKVLSfTxXiqEIMypUSeSJeIVLNZrNcz1SocUarG9U/IgNTw1Ml0IJkJpnPRTCnGLVnPVRoFmK5iLdnqEt1xk+pUiGa2xZYHY3o0bZ+/OOsPqXanNpmxs71+p9Og6Wq/39rbY6dTZjSihsMmprNZ++hoeP789NKlA5qu1Ou5vb3uycm022222/XDw9HFC0eJeAgQv3fvGlYCrPd6FEFkc7lIo1EYjWgsP5m0e716p1PtdmuY0+nUK5VUs1U6vXxw+cpJp9us1vLzW5hBnVFhtGux/zgPOosKQYU3nHT7I6bTB0vrTKc2Jyrd7Xf6g1GnO2q3Ryw77vUn/cGk0+XIQjPdJtVuAC8tlu0Mur0R2xnSTI9qdVqgYLu/mMk9ALkPxz1odvv1Tpdg2BLVKjYhqtxiKjRDdvuYYk6N7TDjaXsyxZx8g842upnGME0OMvVButZNVTvJKpMg6Bo7KbcGuTqbrjSzVa7DCNkZM/NGI5PZdO9gn+12KlWiWC5B+WKhQTXJZgNqtiiGbdNtBnOIah17TiIwwVeTNGw2wYmB8iUyW6q/qWIjPZ9mys1MoZkqYkqlnilZ5ORPEvFiK1aiM2Snwk4SNdqfI9JkJ1ZpLRSvUNjtt5QsUzkEBqqDE83dFm3VqXqerMYbZGQwSJ1eIm/doU8vl8Yz/2jmOjoffvIife5igu3Zmy1rpWpMZ1TlirU7jPWmQbJtKTeM2bI2UzK0+9HJQbHBBF1+UbHurNMhf1Sp0C1J1TyZZkmo4G2reBLTlsou1bk0FlwG8XAgnvVF01qzEYmkyW62ua3JTBgXj8kmD8fMyGrhmCQKHtBMtZPTg3qu5A7HDQbzjkq77g9rGnS42vBHueZTEptLaLJtA9Bmm0iu4u4KAiIwyEAzaAUiA83S+UsikXCEFgphKtc3zi5GnTcYNbDASO2R4MNxQwDQArvcHTz+Knc78dldwTmjfwxoLLZYBo5ydfUsAL26xjWsVut25eptsWwdkiq3JHIADsssL9b/TnE1MFKFcFe2vbO7CX/NVU/DZQOvIv76Jqi3uc3hdwvltY1V0BmeFRubM3oLguveWN+e01m0w70EOK63rxyeV6MTYeeRWLi9JqVKLJUJjCaV3igDBBcDTi167izaFy4+xVXTz6vsF21atra5joWLJxvM2b21vb0Fw44zvCMGoDdh/LHbUsW2WLmxLVlSaLYdboQ9XqmiLxGOWsObL+gGrP0TPz35xHv6H3ra+8R7zr18hz3qBDs1e5OwEsjPSK/Xo3C6VFa7Crs07/ktMVklZps0lfWkMj6v38g9wccj94dViZSpRkaiMYfPZ4nH3cVSKFdwcBuqO1MpXSJuTiWtmZQxEVeHg5qAF7IEAg5fwOoJmFw+A+T2G0HqYNQWjttcPj3kCWCOORCxhmL2cNwRSThTOX8i440mXZiDJRfz8bZUjuazgXTSk0p7c/lgvhBKZzyxpCOZcWNXs5hTDpWqcYJMIK2tU+lc2V8ggq1OjukVSrVwsRIkqTTF5Fp0rs0WmXahSWVq9RTVyPY6xHTcGA1qvW6RbqXJeqxeizbIOE1lWaYwmzRTCWfAp2+SqdGArBGJQi7YauZGfSqTDJXyicmQZmkiFfflMgGaKlQr8Xo1iYWpRho+rEWlqGYSymW8WFuXLWG7i02Dgifnh8VyDCGHC3teU7maLpQTsaSv1sjzYPUH404P7O1STLvBdJpsp8V2aa71cW/eAqPb4XoHDrheIXS7xbUP5zq7NykahGYXy7QYmmEYLMl1HulzDTMYlua6FI650S3IHtd/ukw3ilQdQqHCNJuDDtGmSi2yBuZPBu3pEMuka7UMyQJzEMCXrrOpGpOs0ikCy8+Idi9bp5JlIk3UgHtqMOztzVpsezIb7+/POj22VgOgC4VCLp1N1evVap3AHBJOutVsthqYUyYqNN2mWkyTY3SzVqeqNVC7Ua41ciUCyhYrODdQpsjdMM6Wqpli7ccqkKkip2SpCaUJOpqvhwv1dL0dKTegan8WIxoLJaoklKw10lVOsWI5gx1qNht0i2YarUa5UU5WC6Eum6lUXLm8odlyjGfB6b5/MLF3BuZ3/9To3GmsSRurpC6Zljjdq6mMfO8gUaprwmm+w7+it/GM9mUwutkOZIrGaErTHSVmR8VsxWywrigNZzTGZanujNS0qrRvK21itUPuTfoLZD2eq5vtgUYbP6KMQitb3ViSzjv7CsVncAVyqFWf5bp+BZSrm9wNwGjSpNSuKtSr+K/ezA9E1KNZOVu0yVQ8p1esMaxxoy44dhXqTSTssMDzxylJnwFaIpu/5oDeBaBVatncJ4oAaIWSe4YTJJHuLND8jM5rc/KubGzOG4EI5wKjFyaaE9dWj6si4O5G8kErrpZDdBb7YHXItSaBTLm+O79pCYvKjWssXPsJOr9JQ4VKCLRhGaGYu9koEHFPNIcbPbvCW9s4y93oE8Ktb/DnT1nFfq6tLaqAN9bW1sBqkBuARux5Buj5asVcE8O5EDCAeZ7OIPYFzFyn9u0VJBmL7jlAoc2hBsGx56DwooUitLW9tHhy46JJ4puNEZVcxf2uhNvEwqQjCiK8IS3Y4K9geaV6W65ZF8l4Gv2mPyRPJCTDUaANg9wJ1Enj/szzqQ8ffPynBi/eKP/8q/vvfzq5epAd0l4ir4+GRKHgrtMpstoki5iBqdWudLgVLi9iCUIL1yfb7dNGEsZgVOMLysDocMTkcqtDYXMmbU8kNNmcroAfYUweCqmiUW08popF5aGAEoAO+ayRoMvtNjrdOrtTbXUqbPMbzouhlPCjcvoUbp/SE1RjTiCq58ZDjxsDYZ03pMF8h1eOeIOpy6vw+FXhkA6xxGGXOh0Sn1ftC6jdXoXNIQ6GtaEY14kxnrakcvZsyV2ouAtVD36uTr80kbESZABTb1CB33YgpApFdLmCq1Tx5XPOcsnbouJUM1YsuKtEoFh0JhNmHIjPq/D75aGgJhLR2Kw7uayDqPiDATXKAW5PtNgHo36HKMd8HoN0dzURc1Yr0UTMXikHkUnEY6ZQUIvFEnFTNmvFxzMZCwqFgiMW04XD6kLelc7aAyFtOGrwB3REPdrulmqNJFGP90bkdI9h+1Vem2kxTOud0yZIDYs3nfWOjyfjSWcwoFGejHttttlhKbZDwdJ3e3S/x/QHbfx3MGTGY7bXb8Hkd3vIDhiUqWYV0COoSokqFxrwtEUUqu1ao9dsDWl6BB9NYCbZbQyPRuOTCeYnyulMvZ4mqWyTXgx/UWY4VehWnuTIDogTNFlqViutemvIDPeHjVa1WMqUihmyUcEiuXwyl01Ua0WGJjHN55KYU6sWW3SdbTex/z24fJZqNuoEPlcqFIt5TuVCmSgRtQoQWiGJYrWULeUS2WQ0FUtmM1Aql08VCgB3qlThVKkiTiTmilXeoWi5HK0UoXj5TSXKeShZKWC36T7dH7HdLkk1cqBzMe2mqeiD+5O7d3oHB8mLp5kLp/Hh2D6e2fcOvL4ALxhaLVdUydROtaZvs05/aO3wQuLy7XKDtddo69OX9156zwnTD6cKugrpFMl5VCcwmKUOz5Wv3Gx7/DvRjLo9TXuSanNAZvAopHqJ0+9HTuALJq7fuWbnOt2aEykvrsb1DZ7DJcWvFixW69d3JFzvA6dXBkyD0VtCbgAmvXkT/5WplkFwhQZTHhhtsGzhF1+uIrv0wnnBJAIivDM84IPrmLd8RqNRAdZnzvCQkovFXP9A4BIQBwFBYRRWVnlanWJ1bfGUEO55WphvMmvxdpN/RiRZtrvk3oAW8AXFpHI+0La+yQOIdcYdOD6sjVtya9lgFm8JuN2WKnkK1VmLXeLz6+FPgbx56xHuxh24Nq97WfQm59it0gjA0NX5UHxarQhedXWVoySmyAa4DtsrPOF8nJC1Ne7p4zg6RIj5GEkyEHneb1C0srKMtAB5APZErhRw7cGxqwqu/czSCk9n5CczzrNrvE6vhiNaDBTl8hhBcBwRvKpaK1xe4fryoDzv77OO+ThGtVYM14x9wxR0xp5g/dgTwBpHtL5xBv+SK3ZMFqXNoQpGjGUSWZzNE9x1uTeScUEmKUimxPHETiqzzbRUty8F3v987dG17PWj+H7Hw9bMVMVAlo3VsqlUNLlcAn9QjfVYbMp40pMt+JNZW7bo6vQr+WIYJjqVdcWTxnzJWiVdmbyhUvEQhJckg3QryNB+krRms8pIRKxQ8CIRRbFgzGV16bjO7ZCa9RK3Q49zGwxb/SF9NGFutBKFkscbkCYzRo9fEkloC2UH0rJ6M1BrBjCtU8G3ym+fcoWat0Z4qhUvUXaVi65i0V4o2PJ5c6Phq5KectVZrNiLFWupZsd+1ihPPKWOZzTpnDFXNOFflRqXUjSanmbTjylcP1GxlYrmfM6QSWvTKU08ppg3ENz1egQet9Dj3vZ5RX7fDsqYA/m8QrwN+EXBgDgUlPoBcY/S71HPp0ruLSfZXJKAj1tVMCBBCMTC4ZAk4N/xeQVuF9/p2HQ6+DjtXu+u3y9FDEDY8PgULo8M4kaemgcw3t5sONfox9rr7+11kQKMxrXpXr3Ty7foTKdbZjuVJpVjO6W3hJlQt1eCjo7b+wet2V4T06PjzuERO55QbJcY7lP9/WZnWmdGBNQeV7szsrfX4BoWs7lmr4g5eIsFqH6pwuRT1UyCyIDUULKSwdtsLZerZ+PFWKqSzNdSUJaI5WuJGlNgBtXhmGJZotOpTiY0hDKQPhg0SDJbq8GRpymq0OvVx+PWcNjsdmv7+53ZrD0eM1hmMKAGo+Zo0hpPaUxHM3q8x2A6mFBcP5dOhWqXiHoWqtRy8Jv5SjZTTqdL6SRMdqME5RsVKNd8S6VCq1JolYutIlSinqmVhypUvtLIEGSqTibbrcykWzycVE4OKo8fTa5erff67oOj0KUryfOn4SvXk0+eh9HXUbT+6Dh2cBi5fqN89x7Z6Tuu3Sk/eqndnwUyZWV3EmT6/khKFs8qScZ99TZ9+Xqz3QsmsyqCtI1myXRRS3Z9jsiO2rYqN66L5BtWlyWbK0eiyU6/kcn79CZRk0oZzYJ40uxwidM5syfAdc8Fi8HoXTlPqT1rtAowB256bpkl4bjBH9ZgJjgoEHPLSJVLat2GWHp2iXu4xhJosr6xDObKFbuK+fNB4JFXVs8A0+DLyhx/sITwhou2HNzQbjvrao0E6EH6D+5gGXAHzHW6DWbb7mhGlKp+iXxJqdmQyM+Cwna3pNoIShTc8Kognc9vh++Tq1Y2AWgpLxyTx1N6k0Wg1vBlsk2hcOWtZhU/Aeh1nX7bH9SMp1W3R6VQrnm8WpF4yec32uxKrW5Ho0FE4YY/EgjPSGXrW1vcgBWLceaAY4tVD7+Pw8QhAJrcY8WVfKAZAMJpSWZNOD++kHxbxGP7ORwIggFATNFlOGiDibvvB0eZKwbCMavJKlZpN5EobO+Ay8L5cCVLOCfzk4lNC7ghs3fX4bKxz4g6u1KuoYtExs2x2GW4mH0BRSguz5a1k4P4K69Onz7XfPkF5tVXBi++i33uafOlF+sf+in2Ux/ee+Fe6fblzOHQ0yJ0+ZQkHRVlEtJcWhUKipMZPXycxaYIRsyJtC2eNqTzFoNZgD1HgKlTUYoJ7B/nHz7tP//y9PadLnTndvfOHebGzfq58+nRwNtsWlu0p07aMxlZsaidDlOzYbGQ9bls6nDQUij680UPnOx0v9wdxAnS0RmEpweZk4uVa7fouw/79x4NFrr/eIi3P6n7D/rPPZ5CuGQePRw/uD+8f29w71737r3urdvtG7eoazcal67VoSs369duN27coR8+GT58Mn70dPL4+elzL8yee2Hy/At7z784fe7pCHryZPTcc/3HjwePHnXn6j99On7yZPL48ejhw8GDB/0HD7qLKZZ5pt5zzw3xqSdPBlgS7urBvdmbuj9/e38EXb3SunqFunK5efly/dKl2ulpFbp4sdzv+7tdL8u6GcbJMG6W9Xa7wV4/TFRt5YqlWDJnC8ZswYxAWKw4y1U3r9cp9zpEr1PtsXVOKGBONz8a5Q4OCweHucEwynZC/X5yNCoMBrnhMDscphcaDFKchgloPEkNRyjER+PUdJqfTotYuN1JjfdKg71cd5JuDxOtXpTqRiAUyHawM07NTir756vjw2J/lsVio6NKY35rsEQn8s1osREtURGCidfYZKEeLDfDVToGkXSc6iQ6oxxy7XYnw9DJDpsZj8qTcaXbybLtdK+bW8wcDUtHh83Tix3o+IiaTav4F5bpsFlMcZj9YXE4Lo+nBAq9UbE/LvRG+c4gS/dSVDveoKP9cak3LLGIUp1Mg0kTrUS5kSjWY1CBhBLvVCxJBJOEP115pwhvpupLl92pvCOdtyGHImu+bis67ERPz5fu3m6eP0l1O5aDA++VK/HT0wiUTm/EYmfZtmEydifiG5HwSovS0W2j0cGrt/VU114i9WTbjgsyFBNV6ubJfvK9H7hINm0txsV2fZi+65WDUk1faRrrbTs7jmTKFrF8WarcKhQz+wdjq0NqsvDzRadAwGu1wibTaiKpMpjPSpQwy9vBqApk0ZvXYUghpXZJLOcptDyNYQ0chDGEwG6zXYApFpApuQZh4IXZqvL6bKAJsLKoF14AF0zU6ZXwpPPBoFc1uh14VZhEfISzw3YVMv25nZQvhgpaZPfprB+p7qOn57rDnFy9hF1yeIV6y9npUf7GvW6rE9Gbtte5TsmrFJM6vcbsneSNVt5kmjw4LAYCCpl0Wa7Y3IUR3loVCjY5/QSgZYql01O6XvfBEiKrdTklVy73K2U/slephKeQr8hlS8tLvI11lJc3NrkW5fMG2mdDEbs/aFFphDjkxSEAmh6/hneW9/DJkcW5MT3KSlS82XGhXHdYnQJurFS3Ai6yWI4hqOB45x5ZqNELEGasDkDQjrOKOAeOY8eEorOLlojYT51ePh/2b4uDsnxVoV5HRLTYxTg5g1H51p29p09Pbt/vn79aZscumjUdHflvXU8+fVB+5eXWS6+0Hj0p376TvHs9dP9a6PlHpYe3C5eOI72WsZAWJSP8XEpClLV+/0aupI/EDDqjwGQXuQIyV0DgCe1ojatuv6xOhTvDZK1p64w8t+9VX3yl8/g59tHj9uOHzKOH1L27lStXkvszT7djq5PGRErscPKgXFpRKzvgLne2eXabxOmWOtw7kbii0XTXSEuxoqRZS7trG068hyex86fphS5cyly8nH3r7TuVvXq5DF25VLp8WoQunhYuXMxfuJi9e695+17j5p36jds16Oad6u179Tv3yRu3yOuA9Y3a1evVy1crl64WL10uXbpcWOjq5eL1a8Ub1yq3blZu3yKgO7cauB4XQvn2zdrN6zUs8OAedf9uk9M98t6dxr27dU4o3Gbu3WafiXlTd1r379KY3r1N3b5JYg3XrxLXrlSwOWwC27pxvYTtXr9avna9gvB28xZ59Sp2jzi9TFy8VIFQuHyFvHK1wXtGW2A3P1d2OEoOR7F2B9mNg+1ZKcZAUkaKtnV6/sEoXG+Y6w1TjTRC1bqBqOmJupaoq4sVeaEsw7REqMqEtlI1liumYllH1Aylmq5AaPIVdbakhDJFBYQ51aaJ7rrafU+r42y27RTroPseZhgiu4EK7Sw0rEXSUmpYiZaj3nYXqqZS3UI07bWWs0G7qba33fMjAu8f5PcPCkfH5fMXahcu1k/OESgfn1SQvCCFYdqITjHED0xRblJeBJKFJtP0dJaZ7WX3D7Kzw+x4D7EkNZrFh3vx/jTam0Q6oxA7DBJNZ6XhKNVthaolVzZnisZU3pjMGRL5/7LqjK/a9mH6d9QexrqTxPgge3BSOjkuH8yyIzbCNp2n51OXLyWPDgPjsf3oyHvhQmg2c7TbmtPTWLOpZBgtCrdvF6DDQ18mx89Xd3szNz2wp4rSZEFWIg2H5/If+LlLF69W3vOBc3fvM8+/OBpPwwoVLxoXVkndvYfN/tSdKcmSWQUCcotJNclUOukym7du3upUa/bzF6r5gvHuvX4wtFMhzNmiAcdYb/nb/XiFdMczOsCae8LL9QZ2Pl922V1SAAJE1hg25m3stpTaVbNNFAibwlF7KuOPxNw6gxQCgOaj+HPNnGGuF+OlqXVbCvUqeCSScG5Xo+cDT06PEtzhLfNEkmWwG6Tj+mjsrmC+0yvbP6416LDZsZnMqxGTuhPfk1f6NdoikPDOrPD8Ia3FIVrZ4KmNvOOLuSZtvnWnCT/VagVDQa1BJxIL17f5a/9FQEukay+8cNLpBu8/GAZDYrNlpddLKJU8q3ULqToKcjlPpeIZDKsazRIKJtOm3sg9tR0uXmvYxnmA4UUWsgbU6rbF0iWbixsF6fBCJZ6Tjg8jVg9veZM3mCX2T8qxlLHdzcGcwv8iMwBtcTaA49UNHg7c4ZG22BRykZ1dbqZQtCwUrS4yDNDZatdI5ZuIQ/ivSMrV4Ritm9GkjiB9OI0aDWi40WLsT1/uvu9nJ/ceFk8v+S+d89y9EX36pPyul8knL5bvP0zevRm+fTXw4F7q0f38/TuFC8chtqWrlqR1QsW0LDY7L1dWYZ34NuWaFaNjQ2fhKQ08k2PV6RNkSoY8oQ/E1pOFzdGe+cKV4KWr8dMrMfiJa9fi169FL50GDg+cw6E1VxBWGwqK1mRy227nks/ND/pVDqs4GTcFArJAUFwkDP2hfzD2jKdOJIt7h+7ji8FL1xNXb6Wv3ExBKFy/k8X0J3XtZvrGtcyNa9nrVzPX5rp6JQ1dvpo+fzF2/mL03IXoycU3de4Uil28nAbuAX3w/dzFxMmF+LkL8ZPzsSvXMtD1a9kb13M3b+Rv3crfvpm/c6t4ej5x6TRz+VL2yuXclcuZS6epixcSF87HFxu6cjkF4YK9dCnO6TRx80b55nXiTaH8TOA4h/I5x+/eqd25Xb1zu3LndglbuXUjB9248eamoRu3So+eox4+bj581Lr/iIIePG49eMw8fK7Ne/FdXU4v9d8U95Z98WX6yQv1516ocHqeePSk9vhJ46WXe+97/+xnXzv82Q/tv10/89r0Z14bf+wTx7/wi3O9fvKxT1z42Mcvffz1a69/8sZHP3r+Yx879/GPX/jEJy7+4i9egj75ycvQhz989KEPHbz22v5HPnL8+uunmI9lPvSRo3/w6Vsf/6Xr/z9bb93cyLZvCWZVuchFrjLbZUbZYmYGy5aZmRnEzMyS2UXnXHivX7/pmJj+YyJmvt6slM497073jVixY2srlblxrfXbmZKefj+/+3F8+/0IePxx8u3X2d3DAfDwdPL0/ax65t9/M//8ZSmWDsrXJ0CpfAxc35wCyDw+mYGHx6u7+wu8WywdAShH9FdFPLEWiy9H4kuh6EIwMh+Kzvmjs77olDcy6Qmb/kQyvwmkCjt/Il3cBe6+X/6Jh29/oPLy/J9Altx+NwOp4n4SHy/u5q/JShbzh8nwesA9HQoYrRbh4QF1Y31gdaV3e2t4a4MyP9s5N9OxvjrotCsTsWm7Vb65PoxCk6mFJazRmtpnViiTC8NQPibv/SjzjVDWuLjMZHPfa7RfJ0y9VtuYxzutVDWvrlBXVgZXVvpnZ7smTd3TJoppbFSvo4wZRrmchpUVbjK5LRY3hEJriEnhfbj8j8vrwv6RN28+EG8+ErUIt7sJKqt+mPbhQz1RU0v+GSDC8K7eT6DO3sFPcLUDlLqGlmfga/KmP/njEi3tHeTfX4Ga4Y7hEBub34K8qIxOoLuv7s17oq6BDPxHGQ1Mbiud3fr6HVnCFfbgPG8/EFWHDl+Mc8Kbw7P3Dr5jcFpGWZ9G2a8WtyiuiPbMIWSKauS6dr6kvW/ofT+F/IbbzPLoyhbdHzQ5XePn57qTY+PKkmp4sLX2NVFf965C0O/rPr37XPfPBP1Soew2jHW3txO7u5L9fQWb/XF3V0GjfmhtIXjcRuroe8T+83Mcuayzt+c5lKyxhdzVefGaZMmGFuJTPYF+gDygCegKqEhLJ0Hj1i5u0qdX+sbnusZnB8B0UPeFVQlaJJKOLi6PQ7oqP4r9HH1C/oxJT61A0ovY/90novpEObiYvAta96a+4WNrG/mz2uQNz7bX6CJy66mF6Bl6yRU3KbU9MnknlVrb2AR7Tmzs05xB1ekVfXu7y2Vh+52CcEgejavDCXUwpiTzQbnNxvYFZOGQzmWX7mwOT020GHSNBn0TlU6Mz3Sjnl97X3X2v2EKGtHbX/uJ+jbiYyPJ1AM0gs4nxucbrpxsb0Rq9wgdLoHTKfB4xD6vyOUQmC/Zx0d0uap2cq5ta3fYaGocGiRGKS9EvLZRyheZpHeYUjtKewPTsLRCWd0Y2tunnF4yrS6+0yf2hRWBqAqpNyT3R5TBmBr5f4GQKhTUhoK6KsKhsdA/4HDIbU6p3aX4EzYnSpQ2h9rm0NidGodL63TrXB6916sDQqHxYNAYChqCAX3Ar/P71H6PyufVOO1qlwN+mYTHpatk1IDLoSLhVPwDMqdD6nTIvW7tP0H/JypCIrVcySq8r3TYVJUzqxDZYL0DNqvIZpVYLGLAbJZcXAjPLoXnVyISlxLg7EIMEA8/VipY+weQXwb+9t93f//3LeBv/7H/+98Pv/3a/fWXo//2n+bizULxdq50N1++X7h+WLx9Wrz7tnT3bfHh5+Ljr6Wn35bvvy+h/Pp+9e5x8/uP3XJ5/vZ6/uFu6dvj6s/vG79+bALI/Pi2fn+7eF2avbtZ+P60hhIcUyrN3D8u3z4t3zwu3TysXN8vAze3KySul8ulxXJp6fZm9eF+A7gtrxTyi3/969Vf/24FZd/c7V3f7j99P0Eeael6t3yzgzSbX4snyZ24WGIxmV66e9iHDNw/7QG3DxCbjcLNaq68XLpbLdwsZ64X0+V5IHO9kL1ZzN0uR7MzQCw7H88tJAtLqeJytrQCZJApVLGYz/8XghHjP2EiEJ0IRCZ90cnvf70o3u9EM4vh+Gw2s3ZbPni6Pft+e/Bwt+L1ik5ORtbXeiZNDSvLPafH3ONDttUsBUGDlC/OeZn0bCRsxFs83jOBvJYhqKGwng/Sie4BEjR2LbyPTNE8PTcUDC1weW8l0rors0Yu+wzxdzsUG2s9YgFh1NeHfXP59N7xvtxo6KFTX81MDbFZL/cPhDz+e9D6l3piaISIprYQprAE9VJ1JzC1wNw7NsI7h5LrG/tigaQbhAKzzOb19g3VgUBlquHO3neks2t4Bu4mv/xG/mFKTVdP/eHJ8sHxUuvXt3hXrWOqtAwQ+uAo+cvC0AAQGfJsQXNjG9Ez+Gb/ZFwzNtLa8by9q+Z9HfHhM0FjtXwkN1Keg9N7h95SGG/beomJxRZbUDi+WJe9W1YYmqAiX5qJYfr7hnaic5CYXOjEmNqsqpVVFsKUrQ0dZbD55XOi4TP5ZPO/IugXOkPvxzri5FQWCs8fn8jXN9idnYRQ+KWjg2Cz33M4H9Tqr2trXIWita+PEIgamloJsHDf8BvN2LBpljM+zVpYkUFsmtoIxFUyTQ+d9753hLD6dOuHFItX2TFA8GUNq9uSeOakZ4C8IVn50bg2GqO3t79pYLi5p/8TYpHO3tfD1M/kM4uUhraO9wgj2r5+fve+5t37V3Wfyb8NHBhqxVuIV1o6iLZuYpBWw+B/gDzTGLVyRbNh7OvK+qDdKwvElYGwOJFUBNw8v4vrcrLtLpbFyQacDrzkubx8f0QWiWl8XuXpMX1xrn1MX69WfxyfbDg4F0wvMnoptTRu/ewqe26NIjd8kekaaLwaQKiq1U5+3Dnr88UE/hgvHJMEI5JAUOQPCP1+Hi50dUk7PqasbnbPLLWsbHbMLDSr1XVzM0OT46PtzYRY1A6n3zdA6I1t80s9S2tdu/u9R6f9ZhvN4mLavRwAGbOTYXWzHD4u0v8daIvbLfC6xVAFr1fi88kBv1/h8yuCIXUorAnFdOH4GBCKGQIRHcyl1QGmVtpdKgQWLq/W7dP4QccBjcerdHsUbpfc5ZQ67GK7XWC38m0WAUnWXjCs1uNWIfX7oAeGSNjgcSsAr0eJfgv41cGgKoQrhtQet/yfQB5Thd2G08oAkDgI3e1SelwanDPoV4cCKghkJKwHkEGU4w+oHU6J0yV1euUun8LlVTo90BgZJIe4+zZWgf4f0FaRv5Ync+JkVpYpqMMxhcXGujQznW5++WH6+nHq9tscGPnpt8Uff1369feV3/59+f7n5ONvwPT103jueixTHAePPzytlEsTt+Xxh9vJbw8zwNP99P2N6e564sfT3K/vC7/9WEQG7+IYFN7fT+WL2tLt2O2j6eHb7BOu8jhzcztVvjbd383dXE+XS1M31zOPt4v31/OFzEQ8qs8X5nPFpXBs8soqhvhgAEJRkz9kQEkqO1e8Xi/drIFGE+mZRHoOJYj4EsmJdGYqm5vKFKbT+alkbjyRNaYKpkR+LJbVR9LacFYbzevjxbFkaaLwsFB4WALy94vFu8XC7QIkqnA9H8+MJdN/IJUC9FXc3y9VsALc3a8BN/fr1w/rydyMO6A+vuAioDs/FyGYctl0bqvC7xMdH/ecngydHFHmZpoX5zqO9pm7mzQmjRDxXyikr9WKWpX8LZdFsOiETPaayiGYwpfjc317Z5KtffHcMn12fnRmbkSlbts/EK+u0XmCN2uro8HA1Mmx6PJcvLc54Lhinx1Rttd6j7ZZOxuM7XW6y663WwxMxosxQ/Pa2nAivmia6Jid71XrmpY3OCAU4zRl50g5NjUM7Bzqtg6UoeTqwjoLkTW8beWfDz9TaE0j9EaNgT5A+dL69XVbRy1ic7hmUHNPXyOOGZsQGsZ5IHFYTvJ5gCXZ+o5aYxwAhTF4nwZGX0rVX01z1FHWB+jB8qYE4IpaBdKv3QMve4deT83zwN2wz0OjdUxe8xD9Ze8oYZj7sGfunt/5TBMSEu0nOvcjnPXuiaL4cFR62onnZzAZLBb5hLFbIW0XC3u6vn54+5L49P41CLry7ZP/laAlskaR5K1M8TEcnbHatZPT3QeHEhb7DYdb29JKSKRfdveEpsk+ra59cqpXLG2gMj+IlZ0g4q0D9aV91u5dDsX3Z5eEqDNP0np8aRikPRub6XAEtY6Qwh3V7p0JTsw6qItKPwhJGxhufF5DVDaCKP2DLR/qIGzkkzCQos6+l5u7enQmnHJ3L8KRtuq/6La0krvVI7SvVGYrhV43MPoWHSjTtgAc0bsvDYRC2YDQ3u1TBWJqs4t5dtXr8dDLGW0hqUrF5bG4LJJSRlOaZEKbiKsDMSkQDJO85nKIzJfck2PWwSH13Mz2RvWzKwyYZTr/85l9zBefOgZhJafOHYoTq/jMITi2Us0+qitMvXD0BKNcf5jjC7D8QXYwyPH7OW4Hy2KmF29nPGFpOKGKprTBoOH+7jAW3hBwGxGXSGWNY8YOq10VCGqDYWUmq0nnFRWGUeZKaqSJjDSellRLUjn5v4IyGpPHovJ4TIW2JBOaZEqLRZdOG7x+qT8ox2nDES0AvvYGlW6/MhI3AdHoRDRmjETGwxFDBSQzRiLaaFgbi+hAI/GoNhHTJWKGbGo6GZsMBwwBrzro08Ujxlx6plxciEUMOCwZH0snx3OZyWJ+qlycgb/M58b/C1lTBVPA3c3K7fXydXGplF/IZ2Zx2nRiOoWahLW4VvU8QCIxFovpURNIZiyhI8kkYwSQiSR1obiGePxpfPxp+AO/9H/gp+HX36bvv03cPU3cP82kcxAi1un5yKWNGYpjrapiaW2yMJYrmwp3k+Dr628TJEH/ZQYEXXo0pou6RN6QK0/ePSzcg09vpr/dkXi8mbwtGktZXS6tjkdEpbz28c5UzGkCXq7DSg36BJm01uPlBMP8ZEqZL+iLBWMuq8dIRMLyTNqQiGuiYXWlefpYBHIksFxxIhFTKDJltirWNkaWVgYPjriXZhkChK0dOlJ/cCKenI/EZnyBcUQ3To/Gi3kcJDfm0hlTLj+dLU0BmeIk2pIujaFR8ZwWSJQM2evx/K0pU55IlyaSBWMsMxZO6oJRrT+s9oU02dwMkMv+F/JIc1NVPff5VRWoPSS07oDWFzbY3KqzK3K/7PJCfnIoXlukTRrbjMZ3urEXh8eDbo90a3tgfu7r/Gy3Wlm3uUbbWqcvLfQvzvduro9srA3tbzPcbp1S+0Wk+DQxO7C4xpap2yijrwaHXwxRnq9vcB8er46OZcHQXMA/yWHXTE/1Hh1wl2c7Lg7pa4sdSvErEe8VY5TgsWpWFodz6a2hfqKtlXA5oeEz5iv12jpjcWlkan5UIGmanmcurvIHKK+GqW+PTsdTuVO+pH6AUlPfRNR9Jtra3w0NN9EYrTRG8yDlIwpb2p73D9a1d7wB5bW0vm5uedXZ/e79R3Kjo6mF+NpJ/sX4wPCHfMlMob9i8mvXtvk291Tp7iya2mRw39U1Ev2UZ6ZZ8muTK5s8uaZdrGg+ONE0txNU5qf5Zb5hYniEWSNWv51Zbdo66fLEJOWn9Ux5Y2NXxBU2ckWfpeqm6aU+h1fj8+mtFqVO09HSTHypIxq+vPxQ+6z29fPPH8g96ApBk99X/Mc/A7z49bt7Y4s2t9A3bmrXjzXvH3L1Y62o9toGrb6RWF6h3t4dLyxSjo4l375f7uwLcS2xvJXG+qgx9M4tcXYP1W7/2uwid4T+jkKrzZaOGtoIp3/iwi7L3ixduWShxJJS28UTtRSv7ZXeePH5y/Pmltr2r+TvXbS0vZQrh3f29SxuI1qazp23tr9Av3V0fqSMfG1r+9jT00ildre1f+gfqKeM1o/Q6hicL7g0dHRxnaGb6Dg+kwRCk+SeZEQXjKldAb7Xz87l1HDQIRcv4OUHAyKQWjyhTkbViYgympD5oyJvQBQMypJJHWLWu9vV+4d1TOxodso401/7mRii19j946WnrXDWFMvN+uPjicIsDEqyPJ651uVvteEUP5YSx1LgU1muoLm+Nd7dT93dzpbL0+Bld0hSuJku3MwGQ7rr8nYssioSfN7bl4jEH8fGW7EGQ2FdKKICqyTSykxemyvq81huBV0yo0JJKqtGHum/hM3Osts5DgfX6RS4XMKKlZZ5vAiAdJGoIZ6YiKdNQDQ5Hozr/FGdxSkz22SXFsnZpfD4jHdwzN49YOztUS8vBeYr0jI77WKvWx7wKarG9uqSB8Xa2R5aX+vd3Og/2B9FidMhOTqknhzTz87oV1dsm43vdIrIvR2fNBxW/BNUFaCBGrhsj1cBX2y2CE7PWPsHo9vblM2tARhtuH4YcBwGIIOXWPtWO9fu5Ls8Io9PAiBjdfHNDjaB0UoXNXffp+9/zBTvJjIlPfxv+WEyfzMBFk7ljfGM/srO2T8Z3tjpM800gmX8salIYtYTNobiE5iFxbvlRNEECgtlNNGMNnU9kbueieYmQomxSMIIIborLN4W5vJJ4/317MPNXDKq9XlFTgfH6+Hl87psRnd8PLS83FrtC7tDbLbwL87Zlxccq0XodEgRIDgc8r09+tYudXuPdnTKtTpk8AuQR7tLYbEaDg9VCwtMg6FPo+kyGgeQ39gQIl1cZC0vc9bW+Jubop0d6d6efP9Aiqj/5IgHnJ3wri4FdrvM69VgJgVCWEvyeEaXLU0Ub6fLj3M3j/MA8unCOKa+xSE4PGFsbQ2vrAwuLQ6trlDXV5mb69ztTT6AzMYKe3WZvr7FmFsZnpwfmF8d3TrgH5xJtw9Fa5tsODVAJmuWy1sUinaVvF2t6FQrW+eX+xc2+mZXuw3TTerxz7rxBrW+QSKvl0ialcpOo75vyjQ4Pzu8tsI42JGcnaiWViizC0OTU1TTJH1yijFpohvHRnTaATiUy0vj3BwdPmV2vn91HQf0TU8Obq2zZ6f6DNpWg7Z9TNupUbTJRA0SUb2IX7+6xFleZHDZ78WChuMDlc1smp9nKRXdWt3gzAx3ZUU6OckSiztFoi6dbrSz83l7O8FitY4Z2Pt7U0JBX3/fRwrlc0MjAafZ21fDZDaIRB1cbktf39v6emJw8L1CMcBmtxiNCObf9PfXJpOXB4f6xWXG5g7r5Fzq8o6HonNmm0ajb279SjS1Eug6XxBEM+ULmcanvvYOEnzxG5tzbP9ItHsgsLsM0eRcJDmNWRdLzftDswdHcqWqS67o2tlVXZkn9w5kG5u85YWhyzOVUTfc8BkE/aKp6f2nT6/rv3z4+OHth/dvGhs/NDTU1r4nGprednW3tLS+PTrGql5jMGtOz+RO95jXP261q49PhWC9UGQ6HJ0Lhed9/mm3Z8rpIhGNb2ztiIwTg3MLtNV1/swczTRFWVhinV+OrazxfvuL7+RMMzVD0Rm6zq80+4fy1TXxxcWcVjvS0kJ0drxpb3v5uY4YGvzSUE98+Uw0NRFDw29V6u71Tf7Fld7hmjYaaSJRD4PeSh1t6uv9UP+F+PSRaGl+jg+OjtbX1JAfsdrmzZYZHr9BpmheXB1EWOZwyxEd+0KqTG4in5+EGcyljFhx+aThT5QShmJSn0qqE2l1MvUHEmltImWIpSZKd6sWp0KsrGvrJtiiV2dWCZZ25nohmp6IpkyR1Hg4aQwl9PB0wZgSiCQ14YQ2EFXBtAIg3GhMH4sbfEFtNDEBBML6YMQIY7R3wIHyiaXvpPL3Ks3nianWlfX+o1OmzSWB0YkkDOG4PhTTwfdUPC8aInV4JDaXCC89AYXZzsfSc/lkSPcPRiYnm6emWqanW2dmvk7PdczMdc/M9SD40xla9Ib2cVPH1Fz37GKvab5DY6qX6t6PsAgG/4VM+3litgdxp8rQDi1XaZsRMi7M9a4vD60uDsxNf50cbzaNN+PkGv0ng6lBpf/I4hMUKsHkEDLlW43+A1dAsHkEjUkMUoiefqJvEDENweQS/SNEH4XEwChBYRB0LsEVE3z582EaMUgnhhgEhUWMsAkql6Di4zzyU6NUYgQHj5AZOoNgsQkWjwSbT3AEBFdI8ESEQEIIpYRQRhCQ3GBcFs9qIkm1NyTxBMXIZIoTDq/gwsogbwV4RQenlK29gfXt3smZZtNM5/wqZWmDOrsysLA+tH3E3Dtjre8PWbzicwfnwsm1BySOoPzCITyxcC8tgpNDZtCl9jtkjitu0CMPeRXmS/bZCW1nq2dj4+vp2fDZOWVmrl6rezc93b642Dc724FuGjfWTxibpifbYCfn53swBvOL/dPzPab57pnlvuWt4fX9kfWdweWNQdCQwdCjVH4VixsEgnqh8AuoDSQ4PFwzPPx8ZOTV6OhLGu0tg/GWyXzPYtdqlI0aZb1W/UWvrTcaGiYnMNgds7PtqxutG9st2wc9h2dDp1ej5xbahZUObGy3ray3zM5/MY5/1GjfyeW1Usk7ifgji/GKzXzL43zgcz8CyLCZtQzmG4Gijil+Q+W9YonfSbWNKmObXNsilH8Zpb0codaMjL6gUF4MDT0bHCSGBoj+AUI32TY2366baZHo3wtVb0TqtwJ5LZP/ZoT6ks58x2a/Z3Pespg1TMYLFuMtl/2OhiEfJQbw2f7nAwMv+vuJ7m6io4OQSlsgUegBOuO1StOgUH1BZfBxo6FnTN+t13aqFK2oJ2Xo2UAvMdT/jEmrBYW1NhFySZte08ugvuOy6pbmudVH8VXK3vk5rkLe3dnxbGiwdmKczuU083mtrS3EuJHG57YL+R0vXxBNjaDsTypVx8TEEIYAfd7WRnR1EaOjbzc3ZKsrIpyKMlzb11uDI8UijOzo7Nzg+ubo8anA5lBj9SLgnZ3vYXGejdKJ/SMWog1/yBBLmg6O6RPTDXuHVLtLdXjM2ztkWuzyQMiEj7i9417f1MWlbndXYjINz8zQzeZJt3vx5ES/vyuZGOs4OZDPTQq6Oz99+fTq3bsXL2qIt7XPK18Nf/3lS219/euPdc8bm99WftfptU4/eHAo6+wiYJOharv7rNV1ysJy7/mVCJf2+IxWu3ZvX7C4RJ2dG5mbH9XpO7m8Dzz+R9PkwOIS3Tjeq1S1onDC1I/BXV3lUKmvBgaeYVwglmNjg9TRT1x2K3XkM2Xoo4D3VSTo5HHaFLL+7q4XHV/JvsJ8EEvqxye6FpYGYNinpqjofLGoXSRsYzE/9/Y87+wg+vteg6bptM84lUTciQPa20imRn24omfa8feziy0LK+2bW72nZ/SLC+bRAcVq5tqvuI4rtuOK6arAfYmUAVeEILUKtw/gOX1CcCJCvYNTjlL7eXCU4EpfYEVfugTHFobVKQQzgiWvbLxLK/fCwgHOzWy7WwwOxVsoB5DBS7tburM/cnzGObvkn19BUxVun+b0gje/1DU50wqYpluQTs+1zy12Lix3L632rm8NrW32r6z3Lq12Lyx3zi1+nZlvm55rNZrqkYJwDOOfxya+TM22oESqeCMSvQaE4jciyVuR7J1Y/l4irZPKPveBNPuJ/iGSVWngRBbRTyO6hgmdqUVpaFDoyJWoNnYBk3OUjS0+vNTOJvtoj3e0x9ndpK+vDm+sUda3KIdn7DOb6Nwu3j9n7x0z8BL6d3jGdPrUnqAGcTBSm1txaROeW4QXVoHZLblyC0m4xMhbvTJbQGEPqq48UrNXZvbJLX6VNaC2BTXWsNYR1tk9yurmstUhQcbpUXiDan9Ya3WKAYgWOhb6hBGBJrkDUmJs6tX4zBvj9GvteI1cS6gMzyZm3y2uNUtVBF9CKHUvdONvJEoCkKqegeaH0H42wYAgsMhUIH0uUryAaCj0LyRqQqohVGM1SkONUE7wpYRY/mJi7PPmUtfaQtv85Of15baNlfaFmfr52abZ6Sad5s34+PupqY9yOSESEQrla4XirXGsTqd9r1K+UaveGbSfwNRGY6PB2CxTfBDJarmS11zJS778pUDxApfgSUh9U6g/QJnVujqkMuU7sbRWIH6J45H/X1PFBzD+wlzP0kLP8lL3ynLP6krvMhh/pWt7r2Pv6Ovh+cCZZeTKQbe4mFY3y+Ki270Mq5t2ZWdeWFnnZu6FmX9pEV1Z0b8KLODKbQcdgIzdqYEHObJwdy7oWyejexeMM0xfj+TCITo2czGcp1f8k3Pu4QkHdINQYGtrBBNifrNnaa9/YavXtNQ6Ntc4vtBsnG1SG+sNEy0T05isX6fmmsdMn1S6WqUSnvSdxlCr1L6WKmolMrJFcCWYqTzBq8Ymov0r8bWDVGaJ7COH92qYQnC4taCeYcozJustQKO/gkQplW1TU8MwdBAzEDrWOfLgd/h6cD0kDXQ/OPhcJmsViRpRAiVQKDp0uj5keLz6jx8JcGJrK8FkfgQjb+8IFxZBW19F4jou7x3OD4Wg0l7y+XVMZi2oChwE5cDZ6uowxC2o8NhEAxYnVubOPnVrdwTLVa6qFUqeY6HuHFC294dBBNv7g/MrLScXDFgtHLm81re9N3p0yt4/YmzvAky58rNS1SgUfULEMD0zDH4Uij7zOLVCXu3i7OiUkUMZamn4/Ob1a4L8+sz7mipBf/jwsq7uVeXx59rm1o9NzS+7usk93LovhFz5SSB6bRivR2WUmlqF+q1pumlptR/6oVDV0ZnPhobJZ3sNY2jpRx6/Vib/AmpgsV9BQeWKRnR73WcCVIvD4AbQpSzWO0QSCIOoo++5nAa9blAm7WCzvjAZdVRqLUwDrAM4nc54weWTjCOU1KACak0rHAaGRiSq53A+QMt7ezEERGMjxqhNLuvEeH3+TGDgJJLG5hZCJK/RGN+aZj9PzdcvLrdsbHUBS0stB3sDB/t9R3tA73EFp7tIu6+uhi/Ng1VcWAYvzMMXZuqZmXF6yT48YS2s9mjG6gymL2s7vRuH/bNrzfMrTcDccuPsUsPMYv30whdgav4zClFSzQPI4CWGbGGlY3mtZ3Wjb2N7EGMHi3Z8xsLIegMaaIDLqwQ3VQuhvhjrMdNnQD/+SWf8qDG8J+e59q1C80aqfPlnBql27ANSWMvx8YaJiWaxQDqQAACAAElEQVSjqXl8sgVm3DTdNjndCRweifcPhPuH/MNTwdmVBAx7auUfXXE29mlLm5S51cH59ZH5derCOmP3WGJ1GM9OZeYLhcOiclpVtiu55UoCmG0yLFKrS+ryqwBvSAtcOsXbx6NbR6OnVp4rpAkkxnwxg92vwLqGB909HvoHKJtHQ+sHAyu7vcvbfeuHw8DGEWXzeHTjeHTzhLp1Sts+pe4ej+4ejqDhW3tDmOR7R5TDU+rRGY3UOTvH7OBanDzA6uLb3AKbm0ckC4p0SZUuahI5ZSQljaZl6aKueDcRz6pCCWmmNFa6n0oXjLmyqXQ3k8gakvnJdHE2U5oBsuXp4t186WGueD+TKRsTBU2yqCUzeQN5NzmmTqbHfE5JKqKP+OQ+Bz8aVMZCqkhAkU+Zvj3sJaJT8ag+mzXGYupoVJOIjwcDmnxuNp2eiMeMeJlNTxVz84X8Yi63ULxez5VX04WFRGE2UZhJlacypalM2RSIKsIJVTyjT+XHKhsyOgRfwZiiEoKpQnEV8v6I3BeWekOAPBY1xmOmRHwimUA6jpeh0FgwpA5GBeE4P5aRo/m5a33hdgzI3+qSBXkijwiD3HZPZI3p/FSuNFu4mfUEJQg4yPstcRkQiMpxfndIHC3qgnl5ICMP51WJa336zpi6NsSL+vytKXczkS1NoDOTOQPOFk+RUYs/pQrl9cGM3hmR20NiV1TmDEnMHoHFxfeEMRwKDFAsi6uIAiGZPyhHrBNOyshbPVE5eT8grvRHSKU9OuHvHfCOTgROtx4288qiOL+Uev2m69t9BOlb2xyVuglGAz7R7TGVyoep9Obxifz0TJnN7YQjK/CDEmnD3DwFxzBZLwcGyfgLH5ma7tPqWtmc12Al02QPZGDM2AFS29nlgapgZhWqT2AxmNyVtWGQL7ywVt+wsUVTab4MUQgG63nNK6J/kIA5BQ2BWPXGunno9M7Axk4f0p2DIczU1c3uxdWv+yfDW/t9q1vIDK7vdMwu1a/vdK5t9eD46fmWmYXmuaVWZCamGkHxCG+XV4cQ22Jxzi0M6AxNHF4Nj1vDZdXIRA0CTltv9+em+tq6OvIfXpqaP1V/6KP2bc2HDy+aW9+DoBubyb8OEYrBa4Noxe4BA4x8csFCxQ7PRlY2ulA3SDKcDvQYDVzfpOJIiew9+BoXRRywskYxTXVMTH6F+UWHm6a6EGLT6M/RXSBrnZ78jj6V9gKdBgZHV0NIKopSD05HJIFqIy5cXB6AkQSvoYGmmcapGdBN99RM1/RsN06u1TdDijAowdDC5NQgXPz5hfbwSGq26CPRZYtNeXRBPzH/EfBZHSybk31lpZ9eUMwWegVUwGImYUNqGbHageEqLA5gxGKnW2ws+F+XTwH2PL5k4ZwXdua5jb5/1r+53wFs7H1d321f22lb3W5d2WoBFtYa5la+zCzVTS18BJDBy4XVJt14bdVDKDSv1Pq3OuN7pFLlC+Nk3cT0l8nZhqm5RtNMPTxH9bCdwwFg+6AfQ7+x27O+07223QXsHg3uHQ8BmBXHF9TTKzoGBXH8+QX7/AIOnXt+xau4JcGVVVwdIEQ/EO+dffrBKePkin1yxTy+hAVmHl/wzXalM2B0+MbPraoLs9pGPpisdTm0Ppfe79GR8GkDPkMgoIdynFlgp/jnVp7ZKbpyCDcPKePzDZNLzWv7/ecOnieq9id07qjaGVLYA5JQUh1Ja2JZfTxniGZ0/oTKHVE4gtJAUutPaf1JPRBIGfxpEsjEMmOxtCGc0IbiGrATaArclcyNIY5x+UUuv/BPuAMigEjkJZmyonCnKd5r87egV1WqqAQpVLhJUbwz3n6bqhLWzdN0pqRPF8HRulRBD+4GQGcg9+y1pvRA0lnhTo+PpApacBb4MVeYcNk4QbfIaWGaz0bcVo7bygt4RNf5+e+3R5HAdDigy2Umcllj9R5oOKzy+2Vut8hh4zntfK9bGvApAn61D2oW0LgDandQ5QrI3UGZLyoDuyVy6tvvE7c/DDffxq6/6ZDe/Ry7/znx+PvE0+9TSB9+mVCC8vKTtvSgK94bCgVToTCTz0/nclOZzHgyaYzFjdG4NhwXxNI8cHH2Wo1+KNzpKtDk75TZG3m6pEwV1Gg7GDZ/MwEBI2+K/j7x7a8TP/5u+vH3SWQef5u8+2VM3khiN/xYWRC/FqbuJJkHWfZOmr6RVJG5luFsVeSv5dlr5d3v00//tvz495Xyz9ny95m73+duf5stPBm9UW40Jyo8SG9+yIDSk7xSHz2ue/NdX3pUAcgA5Seywv/xPy4fvu1m8nO+oBa2dGyiSW9sgL9g8wi19svCEsmh1UdBN7dpSvXnnT0WmAVp6Xo7EpsXit99Iv8ci9CN1e8d0mFaYejUuo9mm8RilxpNjXC74BGrQzYwTOD8POEzjx8aMwkWm11qwpLbPRyOJAyp3CRC4MnZpqW1LpAp6gPW4woIt0+F0HWETkBLoikNpBTDB3FFHqqfyOrJTE4bTioCMTFkyR8VIXwxO2lnZurJ5cjB6dDOYe/2Qc/WPhZwx+JaG5Y6LoHIVzf2CRDLalhcQiyumZ/tEfHq+rpetTS9hoNuaHhfccqfPnwkf1bp7ZsX7969aG3/2ND0prH5LfnrB4znSs17mfL17GIbk0fg5Mapd0sbTZt7XRCJzb3uk0uawyNzuOWI3Fc3BhpbCDQHRj5bmL973E5l0eF6BPII550eTTg26Q9OeHxjlFECzKszNP7f/08U0RXYf26xu7uX3LsEgyTSM+TzXiFdNDmezJqwPskeSGO5qn0hVTCq//NBMV9IA9eJbkecdHwqKJa3NrfpI1Ti/FLyl7+ZIR5YwwjyHD6mPyqAvYhnFbBZoYQ4mpD9S4Sj/DD5kNw/EOWHouJQVBpLgCnGYiljMKaGocFAYBRwKkx7IAm3kVPi5LgEPBwQiAlxRW+Y5w5yAGTwEmNXvJuEBcFoYvkDsEdwEkhRT1/l6Q5YKBgUABkchncBmAyg4qJI3wPAweBgdAiOzBTHYb9QAjqDr6zuuzp9Ypdf4vbLAU9AFU1MhKJj6FJ0GuYh2gLii6V1FxYeSNzpUfkj456A8dIsPz2Xmq/kdqvSZpHZLTKHlbzLVXmETu3xKtHzwajW7VdanUKrG5NQuHdOnVtv2zgeOLTQLX6RJ67yJTXepMaXVMFdXdhpZifD7uU4A3xXUODw86we7qWbbfHxSHj5Zh//ysurQGD28ODhXAE+jq8+OGjzsJ1+Hkow+n8iklJWIAcILO+7n3rwy89/m/rx92mQzvWTIX+rBs2Bnu5+mB5/mwY1lB9BfFOg4JtvKNchc/1kLD8aczdgZyW4j+TB7/rb78abb+OgbLjvWEZdvp0s5gzXeWMKSzEgTUc16ajutjT9P/+HrZjc8duno37j7fXit6fl336tA7c3M8XCRAY+PaFNJXUg7lJhulycKRZnYXIDEQ35EAWGPK6IZtS5azDveOZanCiyI1l6MDUKRHOMVJmbvRWUv8mA0pO08CDO34tyd0IUZq4l2Rz5XA48eygkDwSkJIKqYAR0z4ulOYmCCByau1WAl5HmbmXf/2Z6+sv4/S8jlODmaRJyhX4A76dKwswNP3fPLTzyCo/83B0fL5PX3NIvSemXGCj/Jin/JgVufpEoPImK38Tlb5Lr7yTn3v6UP/xS3P+mzn9Tln8bK/8yZR/1uQd9+aex9EOffVCEMqxEmZO7ZxWeWJk7WqJEi+d58ZwYzJ4qidDkZImVuUFLealrJt6CKEZTesxgxEdrW30Hx/RAWB+OGf/27+f3T1tg7cMTBtwBJitiT4Tw4dhENDEJogHVgsRX1vutDsWlRQSbk7+eefy5Di+j0r86M9NAoJB3qP2//efRpY1pcbJpbAL8ZZx6b3awdo97wKRQyuvHqfLDJKrhj0ow5yBjUPG//+fe4fmAWEHA+D/+XNk66CRHjezGmfyN4R/Byni2rMuUtJg2uRstRBTzCim8AkIHFOZvjNmyAaRA8k5ahgDCGxZhueavJ1G3YEyJpRhNwZIoi6W5UGBiTNvV3/26rfX1508vPn4kfxbu3Yfnte/gZOvgoN++fQYHXfelpvXrW6OJcWVT2t3iQJR8LGx5oxWtAN2Aj64fTahSLKOEHSnezpTu5sGkoEsI0uklE+zgjyjJW2QxNeIq9Fi+PFe+WwI7OL1ym0vSO0hqUio3zeAQo0xCbXiNOACeUaGtWdnsuLAyLE4OOAs8iOCM5L6crBrLoqWle1P5YTp3jW4xFhB4lU1kA5NjCDVgGyPxcfjHo1MmOb4J7f5pz8Z+49Zh86VjMBDnRdIiIJ6TJvLyeF5OnjkPqKvAy0xBmS0osgVZBYpsHiXqTF6byY8lUrpITEXyaVwGIoZRq5oVoLLM1RgR0qkUFQAKUYKXCDEBZCoH60DioGlvWBCMSwBfRIiXmB7gGjB+pbGge4ixmoxKM3/Q0J/A4FaBtyDSAA7DpEJJ9WU1dgTjY7irDI6BAzAciI89QRkCWRwQBkuExd6ACIav8twB+Y3HoyP29jZtf591eS6+OBOcnrCP9unHB7TTE+bFOQc4P2PFE2Poam9QaXbARzPPLMz9U8ryTseJlX7uYlv8Aouff+HlnrqYwIWH6YkIoEygO8xMVJXs5IIGiKRVoYwqmFYCgZTCl1T6EgpfQoa3qiKKmBjAlA4nJfisK8AGnH4WALmF6AI2L5W4/aG9+a65/qauovykKtwrsjdSGFJQVelRA9qFxQZlw4eCi7//brp+UJXv1Y8/DfffDflraa4suX3SlO+VpTsFygs3qmhS5AmwgxFRvqD3uZk+F+PypP/0oPfqhGo+pUV80n/7dWSUd8t5LTPG9ssTptfJj0dkmaQ6FBQHAyLyPoaDCwQ8wlBQFg7Jg0FFImUgN1hyY6TwpjFm6tvH8Z9/nfrtP4w//5v2299Vj39VAE9/U37/NzVKik/8KioEyss/cEnci67v9KhVPCEPhsT+gDAUlsE7pLLaVF6UKfFzt1I40z+7ovSoTJdF4OJ4nh/N8qMZISgyWRT/MzuXvpEoPIJMOZlbVrRIiZVG4uVRIFocjRRGYoXReJEKIANE8yNAJEepYCRcYCZvhfDdkQI/VuBlbkVAvMTO3Anyj/zSd07hiZG5G02W6bhougTTrU6VJIkiN1lmZO/+uGiyxIGzfvg5D2sPEqRzCIGUMJjeswXEmZkBIHg0zX6G1UUsCYLQjL2RKJ539xMyVQ145/p+GXE9PCnI/dJOK92P3/+YuXKMzK9+2jvpxPzDagd9gD1BndNLb66cw2u79Zg9hxedmBiRtMAXZaWKsm9/mf7xt1lU0ualXDr6czcqoKL3WqR/+Y8Vh380mhEnC1IsaXyqQiXicEroDtHx0h9jI0VIF8nwoJSQIuTxWTQNwKkwD2EFSg8G0IEvysVEx7oFC1TJHRxXupkqF9fmpihsej1luOlLXc2rV8T7jy9q35M//NbSWv/h/evXr541NJHf1e7seb93pImmptwBMWwa1tjUQu3dj0mHn4ZqhFP8YILvCbPRD0cXg4dnQ9AqsOr/8X+d//jrGmbgydXw9mEXUl9EDClCvyGFByzeTt99W6KyCDAF6APqhdVY8bYqjA40CRUGUZ5Z+y1uiivIcAVpjgDF7h92hUb9cSbaTo5vXoIu9UaY6C6oFIbAExIimFhab52cq0P47wvLEFVwxcSppW9jv3597ws63BdnBpJsIJLlR7LCUFYcyUhCWVkoo6hAFcko0nlFJi//L+QUmZwqk9Xk8oZwTOb28bwBXigmjCQAQTTFR5UAX4zhjdI9EZo7TEU9gVCKE0iwUI5CABm8DCV5GNlQUhhOicDvADIYF8itP8bDkLlDLGeA4fDT7T4aUgDlfyIQ5/8JfLB6ZDAhwAmRMbsomHJV/16NFdCNkFLQPXo+lFQEE/JQAiyvTKSVsbgsAEvrZMcgon6lr/KdlKtLwe42dXtz5GifeXzA2tkcXlvuXVvu3tzo39ke3N4a2FjvPToauTQzryws8rm13Z613c7lrfbplcYrN9cREsEyh/OaQFbjTcmdSaknISajhyDLG+T4QuxAhA/OrW4UQ5Z8MZE3KgSDu8N8R0gAi+0IcNAW6KgnzMLQY6Y5A3Rk3CEMtCSSxloQ4QA0GT1Q6RMu8fC7rvxNkbkRkmu+xEMGJAXc/tDBP15/09z/MhTuyWj6+9+mUHj3XZMti7JFYflBUb5DN3FiKVbuWnz3pL55Ut0+qkt3qniKJOhIVFIqG3NpZSYh8bvYLivD7xQFXNLr3NT/+z9DIlo9f6RhxtDpMAuTYdVt2fTraf7xbioZU0RDkqBPEPIL4yF5KqZOxTTxmBqeN57SAJB3f0gQivGzRSWEIX1NMlSVqpCmrhmJEh08mH+okjKZwuFWfS7c9M29JldQRWICr5/t9rADQVE8qc0WdJEkK5ahxwuc9LUAnQAgkyrz83cyyBWsd7osRpq/k4O1r78r4dNhYP/hoHlVosTVc4/cwjd+8bsAafaBk7lnV4+5hY/+KS5/FyH/Zz3jRVq0QE3ecdM3wliBA17O3vNzD4LkNTtWZCTKjPQNPXUN+zwKvwzCKj2MwVVhkZMiUSYVAq3D2dLXPCxy0BYiHsxjEA1Cp5vHeXg0vekVAvaVrRbj9FvD5OvpxU/I8KXkU0Ha8Zq17a97x/0OL798P3v7tADb8u0vs8EE98zac27rxZpH5tLZi2W5fdzgDo8cXrYcXDS7QpS//Pc5TAx0TizHTRYFEI9Ihu2LUYFEgV98UEDY/v3/XNo5+RLNcv76n3MXjk5/nBZMMhIFAXoSQUCyKER/wg0g44mMIgMVrJb74/RIhlM1Clj5IKx0WRpMginoOAYHgB3ABVCCilWUIbyDdUC1Y0l5JjU/YxqSCjsE/P6mhjc1NQQcNBi55iXR/rXh08faVy+JLw1vX9cSvYMfbO7pbHne6Ydl1riCTO0EASG5cPSgPpVrCUGUNu/o5kHz+m6zxcVEz2NBYglBseB2oViwlshjLWF1Ibi0ekZBGQizRlkEDGPxzhjLShBW2n0jO8fNIC9UFfXE8KEVaF3hXo4QEH0YTrMQBiGPYS08SDH9/IlRb3QUnYnuAmt7I2xcsfwwAX+NGAVjurzZCPOFhoMfbb6hcJqduZUmSsIwlmSBH8hwAxl+IC0KpCX+tMyfVgCwctGkJJYQ/f8hAZ0VisZwROpyk1wTjQtDMTA1zekbjma5GAsA5w+lWBiFQAJczMDL6oh4o1QAGbwkCxPcKulA3lDnK+eQ2TXsi3KgNKEkNJgLbgIf4S0cAG0GW/0JlFSBIzGZUYIPYnzRb/gUBgKntXpGAOTtPmqF4BgAxs4V4gDeMC8IPxsReL0s69XQ2WFPLCBPx/W3xcUfD1ulzILTLNnbGFlfGdjfoW2s9i/Mfp2bbllc+Lqy3Lm0+HV+rnV+vnl/f+Dqin1yNrqz17ex27W69XVhvcU0X7e0035spdpCfHdc4oyJ7RGhA4wcFQRC5Bd23H6G18/0hznhOAIjCcohq74I3x3muoM8Z5ALdrb7mZVGoQcgTmjCCICMM0CtSDXaAumionVoI/QbXUeQnPVDQYbnJc71d3npSQqazt2JH34zwFljpYGPbr5rQc2wloUb2Y/fDfE0M53j3D0pkQajI7ki//GHJpFmZgqChydt6UbpDzBBf6GQ0GajZlMKy0Xf+RF5H3lrpdNxyY/6VUdbTCmzTc7qnjX0XR1zgk6Bw0yznQ85LdSghx/2iQNuHgjdZ+MEPUKfk2e5oFa/NQRgEUbj4kicH03wYik2bC9qDmKNF1gVgeEXH8nNDZREc4xIlom0mseMd4WGwzFWLMl3+2gHR+07u+0XlxS7k2uxU8MJZiLHBNNVuyKWJz8Yy7MRRoAdsKLALFhIoJtojgVgOWHxYDlVeJyLq0ey1FB6BHWogAMkiuwKuEhxGE6O45H/s26RLCSBAS5GSqJI+wMFBk5SOTlZH1I+C2Q0hCCOQiWEkudXdubt9wkwI64CfUWtjq5aFjff6KcIYGrx5fhsDexVZz+xttuAGQz/CzsDZT6+6jk474Q+V40J1L66ZRmICT0hLiY6rNzPf5tCY/fPm7DwsDIvnV12/8D2yafVvbd751/8CcqfW0bFRwlqWGkX2UZ0GlKUYxaF0lS0rloCoL0owWcDSSq6DmTtiYygP6vclL2RgLurCCToAA6oAgQBGYAA4DAMBwbRGRyCGKA8nObCdIOeKp6OQrJqmOf36kW8uoUZHnW09eULoqurmdzfeP+susvR0/31zesXLW2fmlpf1X4iMqWdKwd3eumtYerZ9NIrwzRhnCUOLtDwUXAlNAb9EEyyYXKxbBCBeiMcT5j0jLCTKAdvon+QgYogT8ZYWZAOvA/5ESywC3sf+hA1Bx1XdQUfRAkaWHEAvH/qmVFomzdGwUQip0QeXUeP5mh4l5xvmHVZPlY1+A4usqoQkATQ3OFlG1TT7O5F10Xz3GCaGUgxIjmuM0pzxZiXnpErL82blLmiUldUlrmdDMckyTSMsyqelPoCHDCyz8+LRGXJlDoUlni8HKzcSIQPjxUHUUaZ3tAIegMVRvXcYQpWEAYO42Lz9SMTSsHyg7iZ1cECcaOSMP5VAkJfVWMRvAQrAeiZQJwDEoe+orwae/1LxLIiADFr9Qw4Hp/6E+EKKnl+IEnCG8Nyg/4Zyzf6WEzsdzODLnbcJ8rHdbGA0nkl2N8YtJzytpYGxtX1xfSi36lZX+wZ09Vtbwycn7HHjZ/FomdgaodNdHHG2NkaWFpqW1hoWVlr393vPzqnSJTE2PT7CzszVjAE02pfQuGJyS4ddNBxKMQPBLjoTKSBEC8Y5mMehqMQOWEwIvJFhDCUHtB6kNyvR1sQaqCL0EayIWSgxkWeLI9zMKDQMOgTgkuoF1pHfPub/rf/mLj/TQ2a/vXfxr//3QB7CFuN2Yk5+uc0jeV4pMHJC3IlUSA8HInRk2mM5ZDHN4hMNi9Ams7ybu6UubzM5aK63YxgQOS0MVIxieVigNzi2B/YWe11mSURr253hcEbblTz+nfmWT6LIuKW+u3ssIdbSKr8dm7QyQc1u64YHgsr5BIEHHzrBdV2xbi6pFrMdEypSEyUzEiSKWE0wclfy2ExwF+oISYx0soWhKiyiUzuJkNXbn8YKgKjgWepEDQX7uD0vPvwqNtqo/sCMl9QGEP9ixzwDtinunLIfd6iACE8uQF3I6+YaBFIk+Rf0jOSu9XwL7hEdV8YvIOFVNm5VhRuyLT6VhXVHe1/nOcPC1mheG6qDJkh09Q1kwQyZbAPOIhPmrgCuQ+AgC6ZG0/nFjncWjrjxfrWAPlASEmOoSHNY5INjgP3Ydlg/aOZ5SctQmMEklBjjD0mOoYfNgSO+MI+kCyQxhMpfEp1VxFWFHMCywAn/PXvU2igxdOLcyKWwrIER7gjQxZvpz3QA/rI3wuQBlMUCFKVRMDFYJlgahQlIGX4fcgVKAZtyd7ycHzujo8MYg70HhwiRAv6BB8AQLpufqjy9xISdzKgGsNVAWoAO6MCoLBwhuaNDTmC/WAEuDlwNMaavN1aGWt0bKagvjwXsunvxrSjgwP1Nc+Jjo5G8u8Nq/j0ururvfbty+bWj+Sv6TcSycJq6WEWpgaezhkcOTa3welDPqF5rvCgJ0qSEagf0Qk8DiJ0rJk/NrjIWEoG71J6wtVxaVRDUu0udD4GF/MQjtIXo2HOwOVUNhK1CL8w9CjJ3orQY+i6ChGTVgC9gUaREpUaDaaHqgikBgPJ4UByBCMLHgS5w3DBZGENVwaLZDeLZ+DM1nFu78TQO0JDgCc2Gs3zvDFGMCMKp6Xxor7wOBvJjjlDimjaEEuq0xltvjAGpNK6WFwViSqAbG4snlCHQ5JIRJyEMc/JszlpKisMxWGWSYVAWhVOVLJSmVFUGHMeU6U68wG0GhRc5VPMN3ArOUXzEuRRXmXnKkFXgcNAVf8SVXb+Xwia/HiCRe6lxElUz+ZPkAil+dGcKJmVIjj2uZleGz1kZ8U94kxI4zrnWA4ZZ1sjtiP+xS5n2dR5vM00n4rcVsXZMfdgl26+ElrMoqMD1vER8+yYeXJI31rvnzY16rXvJk31BwfDXq8MTL2x1WV18UNxjTsgBgJRhdMnQI9Fo5JkTIYUltTv5/l8XGheOCIGgiGSnb0BgcfPdft4Dh8T69HiRlQxaPUMV7c4YJahu4gVyElYCT7gAxCTIYVhIjDDbn+qMWNAPaBm2E+wBiZcNd7ERASPwB1A/JEmc8IIzEKYlkAvB6hWSzfSXFYQizLSKW46xS/m5fEo33I56LBSQz6x286JBoTms0HL+ejF0cje+pDHooo4xzamqfyhBpOUerklizi0QZvYeU4LOjjFhMZ5TvdcsVwXDNvJKNKgne+3CazntGhQGQxIwyFZLqt/epr97bf5n9+n7u71xRvyyZPKs2iSyg4OaQyxkCpbOeROFqgne60BySJCBNNF4uxokuXxU0/Ounb3vp6cDlltfIcbgsxO5NhV/wunVrG3TEw4ciutoCZvjJTQFQIwC6YjKVc5MVzMH/e4CxWCQy8leZkCedclm1dni6r/DeSuXPWmCvnoXk5KniTHJa+bJa+eyNNJ5JiJLM8fZofjEFJxME7eG4kkNfnS8sPjhUxK/qya3tAeSZBPy5D3hVJScoMvRjN7uk4sbSBW2NLigxJNRp9gVcDfXTp7j81fr5wDyMDcgb4x9WM5csO3QtYSrAdSzJPsU+tXrPbl7dr1/Y+IW+GY4M1BVegW8CNohdx8vwNj0nzxQW9soNpXoTQ9mKKBRyocTceRjmCvM9Tnjgx4omC6QWRc4V5HsNvq68HZLN7uC+dXkKAzNICSqi/+JwxXAXIEEaDDwxmGLz5STVElcIHF0wdKJRUlT+7Ywk27w1SHm7m5PsIYqRXzO7q7PryqIVpa6uobaz/Xv6lvfNPY9LGzo/Xjh7cg6C+NRGsXEU7NxHN6jAVUCr744KL5ytUNMUAzzZ4Om78XoYPNNwASxHLCasEqcgSGUG3SVJKNRZNHUCU4XzQKKfKkEY6SsZojMFi1meC1yv4ABwOBFuEtqJ3N343+gd7gDJW4gVHdz8Vb7khfFZ5ofwWkVIAfK4zPIC18mFG1YP44aJ1j8w2d2bpA08CFowv9BunC+KbL5GNOkbTGHVQsrHWyBQSDTdgdQrud53Dw3W4R+SVjt8Rm4V2eM6NhNdZXwCMM+gTRkCgVl6aTkkRS4I8goGFUNzeg/QhTMNOQd4fRLgYuhLWAMAIHVCwFF3Wr7lEAmH7oWKRwBqTV/afdDGhMFXjrXyKaEQNVI4lT/ePjVYJmVAk69E8EHcuLwdFehIDOEYd51HNJC5s5MZsgZpceLPcerw1a9liX22zfudJ6IFbx3rGGie2VkY0VipD/Uq38tLfD2N2kTRiaL464wN7GsEn/Rcp/rpK/3d0aCvm1HpfMZhH4PLKAT4EeczvF8ag+ElK5YSi94nhQEfZLPQ6uw8J02dgeNz8WVUYjCvBVICjy+oRuD9fp4tpdjAv7IBzSpWMQAVbFP1EvHUMn5l6EuXhp9YyixOlnIVyzexlm5ygBPYdzwZKGHpJPRBT4EEn0NQS/cK+qPhZWfFADcGrpghSBTz4rLxfV4SDbbh1KJ8X3t4Z4lJuM8xMxAQY14GWfHvWYz0dRb4+D53fxwc6OK+bVMXN/neqz6kM204KeomR1LujYIGjPudx+wj7b6bvY67efUs2HI7ZjhvWIbt4bdRwzA2ahzyywnjAsZ0yHheOFufYK/R6O18VwOSg2+1C+rMmUtGDJPx8DqgIxuy/Cr9xgFVdLkMECQ9QWiFDtrqG9g/al5fqlpZat7YHD40EfJlacVnUxWGNYV0hJrSZvs8pAlJUAlozHq8upov9C8i3y1jM8ArnjhvkRCosQKkI8I1EJibi0+nhTLCUFcCQ0o3orgNxhSAhQn1CM/keKqR8fDcbowRgzGOWRH0yS98Eh1L6QKptfe3qyS8UDbS3P5IrmYMQYSsgxuq4AFxxdflJDPEANqDY8YMXKQQmk1dW7svMBQMbqHQSRwXKSrjA4gnz15o8rNIoSHGx2928d1c+svDy1dmICwDCCpjEZqjsPoEhcBZ4XadX3Ve+gVvcoKyD7B1OIvMX6JIfeY3ZV5R/BO9gcwEswLAiuKniwY1WnXN3cxOIH6YBwIRhIQTc4AO+CpDA6aB0IDqRA1jxC7uhhkcN6mF3DR5dde4fdSwv9AvYXFq2hs+PduzdEff27xub35KPQLe86Opva21q+fP7U3FJX10D+4oQvZjg4H3D46aCAC3vf0tbbw8tmaMaZvaXKtuhPVADCdm7rP7eR6wokfmJtgbpcuTsvXR0XzrYqrtxfwekQnj9hdvcAYMxLZzcpjQ6coRe9emLpgI6e2b7i4xAn8DgGwualXDmHcRVSmUIQM1LSqvKGmgAVBvxjVwd2vrqBgPmJIQZTQz+gIleuvgtHDwYRtLW29fngpPP4bOjsgnZyyjQaG0dHiOFhYm21b262dWL8i2micW62fWmxa2H2K9zixRnr7IR2fjxycTJsvqDAYLkdNLebZnVBZoaqtzGrl0BazSPFKACof3UuQT8wEOAaT5jtDsHh8rFwEHlY3CN/3v2r3g9EIVDZMmL/S+CD//KmWfWmJblAYuxgxZWTFiSOeSX2J3ikJ3XSfDZW2MqNXPJCp1zXIWtzsu1oacBzLDmYHQpf6u4SmxLaGz6t5mxfdHkqHTe0TZu6Ls9klgvFzgbDcamwnEr2N2mzE+1a+ccJTcPu6rDzUpoOTwVd6rBHG/aoXWZRyKHIRSbSwbGLQ7rtgu008/4/tt6zuXEtS9fM6u46deq4dPKe3nvQeytRpETRe+89QQfQe7lUZh5b3VXVceNG3Pt1Yv7iLFA1X2ZuxAoIhEgQZu9nve82IFoVVXLsSoHVg68e6++X1tXCspgTT3kdj9Q4ruj3ZcDoHi4C8gKCBzPpK6O6Q3GjC1CWdAaiNi6EJdRoeIliolqb++b3/778r/95/eVvRjCJv/2TGFS77b7Q/fN/3b38ZoY8fP9Z+/s/HX//n3df/rhcbBSPG93XZ9uvn+0gjbtN3sNS99uX6+VUvp4rFxPZeqbGO6JCmtQocSeYdthVDTqgfwX9lqyWF+XC3HHretK6cxkZdgU9YBWVQvJ2VtEvS4HF9TSjGKE00lw0J2xmeM0kp5MVDGpyvCoDh/I4u/rtxf8//ivx9z8CLw9W+KLHtfrnL5bNk5ZQsp8Nj19NW6VseY2f//P6yx9XL7/ZiKHZv1/CltWzFuohNmR1MXoDpWZzZ8Hgvt9/mEozG00JAHG+IVQA1ARA0qtMAHs1WalnG4L7hNj8TBiLV70A/3rtYSeywpMGShKR4efIaCwbjxSTsXIyJTwOMHqxUhH9MFtArx7UEItH9faz6vWjmmhMX8oWCzkRS9l8hWxDtnnQbJ708ObxXNYfIPhAO1+6n59LEiHpaP8/LNbT6fIS7mKqeAgpF8zBf/9v92//JBqmtk4TgUS7fgHvKQP+gqVKFvYy5cNtXwRkaSZUaUAGbAcuvPZRgHcmKjnGgDQTz+15wt9DTQNrAsoFm/IhN0MV3Ta8Em0Lr1oJvgguBUjv1+4gUD2Q/wCasCuoxtvGVgL9r62ucD3hqr7ydysCCG0OuyLIO+cAcEGZQiWHPAH1HNCzba8kYAREA2ahA2qtCy4eAEGqdi7gLMAfPBIK0TDb5jBsIgH/2MNkPjfVaiBzGe/Pz3748PabH374D9DLP73788HRj1Ta6d7ux/29HQD0249vlMYP2MycrzHhs1B+4OAhgcGBPf2iBjRDmoFkA2cK0AFbComwijJA/sAxvLa9wn8hDwE6Qf6DlH41EHA6ry3pr2/Y5i3CyL8iabuUEFdpwd8mSGLkBjGKY8Rv9blVlFNq0CHZgDiFa7LteeP9vzvcJq371wZuohfuX4BegXLUEI2wK6JJd7ZGsDG3N2SDUPjy8+XXn53LpaXbURcyYqP2Henwzcn+G7+XcmndAdkoEf1JJfuLWf/u0rxzaf6YCNGTEUo6QsnELvJJUjlHbVaY7Sa72aG/lhMoHq9pBuw5vISNcKPh4F8Lz+s6nFob54P6w6cIXFWQRyAdAEOwEUj0fwzg1P8xCCmzUYM8IqZobcdcE+8nsE4MHRkvROO5BOJf13MpGd3LAdDwntlMeT/W3fe0y6pylJXUQ6zMHbnkZ0+r5piN1M/o/69/DO4MZ14bpZbTozVbIaMp5tQQ5Zyu27xslnSlpCzh50bczISfXYqJGxkFWlCu+tejhnHZvXwYOBcd20P/+vP4btm1NrOiZl7cyInKGW4pzUEryHJk/frs3cyv1rPL1dQym5jGQ+0QVw8wFfGs1LESm8ghRgs4O2JEIz5RdXApLF/np8DKcKaBZRtDaij/DUhj0EcPXzVgeEFYgZF/bTz67R/XYP1evQkw7pf/ugYjj4/FDyvzemq4n5vGfUW9yOq3xIuxBmsL5yPldCBfTrR4R1JIURsl/qSvx1EAtLLbQLCWqpwWpnzccfNm2go4tUwrQvZZOHk/gmbkk6ZujZlmTTUQuZESoFkxmhY2Erx2RjQoy7CirJ7iFqOsThmZ9nTDrgIkeaPMGPcED8C+jWI7cksHNIFK+zps8zWIEWmf9a/tCWCUth3BrE6fhnZpTZRerTGzWVomzWy3dQ+Pt0DDhxcVnP7qE9Gk8zrSC/YJAnn1ZCZG4xLTcMzPv+qJYcjEUAQNMWL6F+PrKFGwcvAt60fNYqFcLjWrlXaz0d8/6h+eDERzxyfDw6ftCKcXIh6+wNHqicGLX00PT7rHR9Pjg4UIWHk0PD7qYCPE/ZNm+UDMbwRGjyY6fGjHsRCHcXx+8v2tizJdmUGYZCr7UDEgiW4dNK8zooNJB9UGS/DXvQnj639a4Ivg3AGd8L0g/EEqQh2DT0ENBwK+NgXCklAiC2KIQqZ0FkrsVFp0FOPla+ep4hFYMEAwXOfVs+q1B+y1r+y1ZRbICF4MAt4Py0L9IpE/uHL96dr9707vn92h74KJnxL53Vz1GMRjsXkCijJXO0wU3hcaxyBIk8UdoDBsyddOCvXTUpNUQSmAQmBio8dIl/eqnbNi8yhT2d0u92FX5RZ5O0VC2h0ibVwMRRlMBj5VTKamm+vzmys2+fQvp8c/7O98/803b46OP74CmskivXv749Hh/iugHV5yf2aodQQoJgAWvDYHwW3dVgfltiuMTwwmW0lADAJi4G2wBDkJKv41P0G+ee1AAyfx2j4LL+GD24TE3bYMAPr1kI+3lFFN14SFIrpkV0QT2bZZSUF4r5kcamZ3oOzgMuDa680ibs0GHAny2v34OuwPbtBrCwDcDljfKkrZcDuGBMrq02cDlBZ8LBiORf2emHjcY1VUzYuqGXnAybxUHTiMZ5m4JOClX1oOdep3BvXHS9PRrf3cc0uK+ujA6EyUkYvT80laJUfv1vhYV4QNhNtBF0QL6XZ4HHcrkEXbdlJkK2wJIfxacggNRIwI1r9OOJrfGx6/2O5fbGA0+2MZCEMAE5zscK56HdEM6gc4tR3g/P9dTokxc8Q0XdgPbIEcPJgpCXaDT4WLMxO/xvalGF+IsSXcDjl89f3G9DSzPHQM67JmllNWvIx2XFx0s1f1q5SdVfZI/u9/jFIukUW+bzecO21Ur4vtu+Po1Xta+W7QzUsHJZE7bvCGlQ6JuiXTvA28cgwqZoheVjuvW58x12Pb8dRxPqGOYU7dL6nbRWUzJ0MLin5Duxhcvay9v72Exn3TGDOM+vpRX4f3tVhPA9HrKbGBoo1Jm11xqyeB290bKmAJ69sfKyCmOr8OroeXbUxeQ0VvoJS8QhlqHRQCSFAgneA2rJ41ULBeLQbR179tDCWGNj9cAyVfo57jlJJ0tMTrVHnTvmLal6/HunFHUUkz0ZJo2jXiDfWwo+k3FVhLk4/zoy7WqH43a0ScapaGveczsyoRBZpR4kXlrKmZNtT9gqSTQXo5WTeDNOOCdkoMdO5mpZUYZ9wyDFvaIaqadNWbif7L/eV/fnH8/Q/nYk3AFLLLdujSa2+hHLaADwKd8mrBCJRMCFkHIBhOuP0Bu9vnoW1hPs9KJujNpvbh0bXc6FbbTomt3iF6MyBLAdyHE9l0oSGei/higgpANPI8ykBr37/IHj7LiRGHX1SPn9X3n5TEx+FazWWruXK1Um426ocH7dOz7vmz4dMX43wDCl26uEeWD8TRbnv/5Pef1Ou1ZjuU0LoN83plWq9167Vqda+cLUXTJW95L374pFvdmzHMXCtfcZiHdMo7t5cMpZwYqTOibce38f7Vo0IMKiBaKmG5epE8/ar8/e/2n3+/3D5mVwMrsOwNuERTDNTqtRwk/P2zlsgZ4EKetWBHfv+HZ/FAzPJfP5tgua1OCmL00kr5+AVynhnqJDGkYTt4kxhRsNZhY+Xro0ten7NeqFGj6cNinQIBZK+goLlY/QkQh+hk2/ZDKgmfPgHbS2hJoPxrnxJga9t/rSJmbXwihrqDM6igJBCbTYwK945oSW+cZcrHgO9chVyo0Ut1drXFr6GCelsI0WzJtar311bmzts3+7vfHOz+8G//9ubsfP/9x2/3Dr5nc0nff/ft6cnRwdHbdztvIhkBNtfXu8Jk/rTUoP6LMvcSsB0g7V8tFPARDgyQ1OiyqygLkhakGUgwW1PPhBIFyaOJkSERgubtT1mQIEHsowNCaMNhQ52C6waJ5PVR9CCUeiMiqUAmg3OEqwHpDfRmdyDrj9SDsXk0s8B/wf9CSngl4GtH/+v0E9jSGRIDy7aj+l47CZHeRNwdE1p1Q+R+w3ytmMyQ+VyxmOsXE0O7Ki0kBAkP1yzb4Z//m4jyTSoqjUdEIR//zkm/Jn7V+/zWRvI6yRE3PRlk5mKcfIJZSjKhavfryAhTYDjRWAEFAJ8R0yjgAAiBDHBcEM0ORAfJkhC8cCRAie2oZCsEMSVyrpquANBXn36+AUajfRDXxJkCo0Ehvs40BoJPlnriYQn/vyV89vUJCgSdZxqCzlM1PgWvth3qQNBZArF9KcEhfyyR6b0S6ul6bph3NNOKYlXSPlTN9QB3UTUlLymrqh0NqRI29j/vq9FL7rXm3GNne5xcv5sfCUicVzSb4cLvEsQ94phHkPaJyzFVJ2ceVK9GVfu4fDUsWLtx9SRvvm84V2UbxDJvbgTEnbSykZaDysZrpvXA+Ti5m+N2vGVsFhXNoqxZlrcqMrQqR2vSdl3WakjBCrd60kpTUKrzqi3h62M3IPCxHhtrYDmaETPyXh/jV6oJ3vzyx9Uff3c+fzFCXf38ixXuMVB4Dkl+joDi+/qb/enFOp4p+kOo0opPz5d/fPVPO9oJqt0MrJ2iJBem1NKcflU6RpXTjvp+ZJ51dfUMF/416xjxmmrW0Q9b6kFTkwtzQ076sH4zb4VvNEwp5fuAldVO6tCkvBzgVELMepRVDbP6Odkwr8Iy8nZc2EmIBjl5Jy2phDmLjgWUdTZELifo0678y8byZWO6n8mXK6CeGKAJAeybrkSDKRcfsdcPsuUGgYCVh2fl/RMx5GM8498/qaZglIZICxUkYiTX7V4swuh2VIMhMbQDB7+Jc9Aes91nYSM+XIR6g91pCwYDyXQqA/hOpuIB4AljTGac6YI9X3HnS/4MvP+UPxzx8AFvNOCPh4LxRDSdSRZL2Wqt2NyrNo/qLsbu4SzIDdiQhY3Zgyl7CBptyhvhojEmH/c121CBLxnhUtg4A4k0Zg0n9PWj5Ouv5pfP9gFmyWf0Au4xi/nR5b7ojqT4Qrh8kT78LAdGQDUGDQjcJ8aiLol2uu0YQdX6Sbl6UA2nwHrpy89mADGsPL3oZ0vpAgD9oHp4JmaUPYO6f9LeP2rHMxXUJWwI+lTe6vCBF9OFCrQPlAFQQy8/28BvYqMtI9ZEC9qnL8S8XvgUVKTFWg9LtCvIlkmr++0skrmSkIRjMUaM5CeaHadLGSR+OJ72gDOaC4kRbNsmF7jswH3YM7wTHAN8y3xF6E2A1OZFA2e31fuEu4e7AzWzi3Nht5A7F1DPl8bBUIe2FdWqUsD51qSj/eXPb96/fbO398Of/vSGQjnc2fvr3t53HA7p22/+cnZyenj4/v3HN9mKHF8YoPLHs8eZwgmc0fJeRWSRNTJeiyB3gi+BpAUYave5kA8S6ZNoYr9UO29jDDhyOB6w+WD5AcegAIixOl80G9DFD8T8DsjuIH2IoTKP5slc28OlXQzBxlv3OlUApoHabVxYa7PLDQ5U12Zb2R8QT/JD++AJhN0hMa/stTd/spYDB1cP2sFY2uoQHaFwZe6fDct7zWgm7eGSdk+I4ch8oV6tdfO5ajlTPayNg550hKm6FWkjjVRico+ZruXtGMQH7itGwM2J+IR+F8dhIpmUB0b5jkW943OQIx5qKsTKRFi5CK2cYnUqkmFXhaIi2D8cP/HLLB1+s82D+9vFxK9TWiD6AzEcEiyhhCzWxPmu7o2jqZr49ZOhFNYfP9lgI3x2ux8JPoKypIJTgH+tH0ygtYlYGxcr0zYsrzFbGCBeZ4G/TgEH10/Y/4mMKEgT2WhMBPFyGyC6lxsD6JsJpu4WJb2UZFEyfGnfoBHRc9cR0B0BoOdFe8hAv2+FnIrzS/lp4k4a9yDea07MK04GpEEn13vFLEZUtaS+mTHVE/piSFkMKBpRdTdtnFbsAOhBWj8rWocp7SitG8bVxRt2ySfI+fmVmHRYsz6M/CvMVU8rAzfkXFSYjwsKCWExLSpnJZUc0fdYKYqnM2tvoKm1pABfWKI9VX+oHwwNGK6DwAf60dgwnpgxXNNoiAtFzpvnF+Nqo1qsFOt7Ldzg6Uw9n5rv15fPz2C3db//4vzli2M2Vs4nis/P1q/PV5uRoZFmdwqiZc/YSAnCjqO0l9pMixtx0apt+TpxPfSs05oKYliWtlLcVopXDFIfh/Z52zqsm+9xb+yGa5LsBW1sq3gnbKVOK9ZlzYzGBNUAox5kYknJICHB42IsJurFIQS9pLCbFOIFWTPO6RUED7h+M9T0qyyszryfStcLZL2SLOeS6Vg0xHlDnD8di9dz+bDPW81km4ViMUGelqrfXixfHvSTgfD5UQenNh3JqhVGPk0OBQ5TCdp4qB2NAKmC+wc1ULjbZQOOl0sV2mD1WvwBKhx2BIM2H0c5oy5/OZI+LhWbOf/rJ+TXz+qnlXQ5Fq6nyP1cBrGey16PZDLib3tNVeuFaj6RzcbSh7X2yyfLz18sL8/a5yfl5xfVLz8bfnuxDdsivCGZ99V4Q9Sr8sY90aTPX0wky4Xo+Um2WYthh08b68PCXc2bT4+/YbDe+4JsbG4crGX9JXew4nbHDKAJNuYOZwJIVERH6EIAeWs054IkBJT0huz+iDOZi1b3cggiq83Enz/pvjwbZqDXOqzlWPy8Vj2sVJCKKnVms8WF2jUcyaHQPzyaoB4SP6QwV0IhIVrGN5rX8fkAyudP1p9/c375+RKS+nQOklwH74H3Q+WB6joEwYgRHaeAEjDLs6X6y9ebwVhZKlPy5dNq47zVo0CWWj/J8RF3tpInUvtXjv+o1RmbRyPsDapiB+PAdlgpVknF6jk+FsJZoF3K82cNnCbkFbhNrRr38+Pdry8RQI9BR+Nxj06O/7qz++cPH//8/v2fd3f/enr6ns08OT36uP9h7+Dj/v7Hd2TSj9c3ZKgb+RIlVzoLht8FIu8qNUodZZQqpFqLWq6Say26x/d9InMQTxy4PD82mhzI1vHkTiT+DiKe3smVjoHXxepZvnwCuTyTO6zWyYORsFiGLadgL1pdNtoSlovsWPTY799NpM8qTW6jyy82mMDlGsovVDne4JHO+K1G/93t3Xm2ICo3+JUWu9bmbp+kKCI6jnpCoBsYvkadB5J2OdUPejLg77Ava1TY7ToPa4sHqKRXF2BN0QxTrgZq8LLzma5W5WQjJDQv7RaMTh1FSHmnE594rLSkRxC95Xpt1LCT67tkgLjWCn90W8/vLEf+m3O3/cCi+d5heRdwHd/Y3sWCF62qpNdSFtKsdIxayXPyWWbAtx8Nn7Sagm4XAYJjuKzTFecL5GzuotcXt1BOuyPodPndnmAJWngqS6cPk8ndTOYgGf9YLp4s5zKoF1BVMYzXaDPhTNs9MQqn0CF+0LbXVldLojaqwDDiAWHjhX4w12IA6JlmNNdhmBwuRasl7HURiG5bOhloHteXnzb2+7nteWZ/md7Mm+ZGVNIISodZ47SkRxNIMyzGga0lezdpKdwpElcij45uEx8FrJycVxq2M7JeAVj5jJdbjapKYU0jaepmL6sRXdIhzHuQfta8bDgWDVs3Ie/EkefO9SN6Vbpje1Q7qStq4oqSdcEHlfWENh+SZfySXFAav+PDdSYutYcTcjEjbmYqKMwmxcRvBXTkw4mljsoSSXq5ImqhikScNh6ZxwMTxHRgHGNavCvv1AVwf988bnREs+lMAc56s9RPh+oxZpiPzKu5Fsjy62fHb19uF2PNbKh6XBkfZoZZT9XMcHp50bimrEV5iRtS3EmKXF1kXIx+Vr1p2uZVw6igHJdkw4Kkm+JNqspahD1vGutJcS2OTFv2tFfot9GM/Hd22UEzon7peUdZbcp+nnddYGkxoBmPirCIsBcRdMN8NMxphriNMLuXEtUizE6Gv+yoll15r0jvVmirkRjguJiKllNkPpaMcdEIEy6GsvVEOceQ54Xm81r/MFU+zVS/PJggHmeql0fjw1rfR3nVEq1eYuZSlFyc3m9LnzYaoDwwHUg6xiSfHs2/vFzDWc/60hWuuB+BOVBuhrCi/DQ3/Hxv/LxB/vis+ttnw6elfDUQrQbi1QCZY+IxLhhg3BHGA6pCetislPOxdNgTDbri+Uj5tDbAAXx60L08ab6+aH//xfLLo3nQEmBVwQSVd0tctMDs19ndOgOID+e1XonmMwHklaeVdTW6ycRUdOqPPOGuPyIaLGzjR90YfMOLbPIgAuEGUhRMwPpBMVsSg1XmG+lwBj5dTHR8z/mAbNhOzO5ZSddLab/NHON8vM0sZw/z8d1G4bRXpaIVcqVITmfOgET4QAqVDZaDoaxao/f6QjAZhGyZIPiQaJocjonfvpktFPeP+s2DbjQR42AdpsRMh2aL3e6An5AC6EtlGiyBuYUiCVbabXG9ziuWqPniWa1JBksxGHOAzu0ec76UAyJD4Y/w2cVS08P4TXT7uLUuu1Amg3pNJA/rTSqcIzAdjAs2oG3WyHyKoFXep/Xt53XYe8PRKOlM1vHh0Xe7e9/s7P7l4843Rwffk84/cNlnpLNDoPPO249vv/vL4d6fzebTdk8zGCrQDjsS3fX535Yr9G5PBDGeKEGTAlzqDeaAMFu8RPJ4MtUslrpGg95sEn0YxAPheizIH6DlewPeYqWqNWgYJthstES77UAImne21DYqvFqRV84z83latcqptwXA6GyFjk/U/ZG60ZancxxfgAp0vnPTYKXSEDV7gj5c5wXxrESioXaunc11m5UNFPGr0+rURcOu4n5uWY51aJE9bEnmXbCqyllXs8T0c1TRq/KxvrRUZBTiVKys6hVNdvUF5+InleDYY6YCj0LXjKiTk/GKYek2kbxWstNwZNd+vLUduC4PHOadiIeUj3OjXnIySG+V5O2KMhfjwHo5wy9lubHgech73KqKhj11ryPDOrJuR9JpAjSJH75CW7whhgwHMpBBXz7Zfv16NRlKvn42//LVulnI5yAF7jWrmbTbordbdLDmhAQeKfG+eoIbF6PLcd/UrilaVaSDyrCBqj9SblvnFRDwcjzWTUa6xYz4tSr49k5dMu5onub29cC87JueBlefhrezmqUellUC0m5Ku2xe4nl1J6XAc/pBztqOG2oBXS2gdynJDulZ9ha0trEWkqIJWT+rzLpZtTBgTd/N2odlVytmjtv5kUtWzi2aVW3zOnBfVPSxxkXNrKKvB/kZJy3nZCYvaXE7M+MSpNxI2CGESNxJ4i5xzCWI3PAgC4ZuOVE3P+GVxEPiZlPbHRiHE1u5Jo1EqJUKMsSt9aqilBfXykinrsRaqiGqGLXlk55shsnerEEyTxSrqepxY3pYGsBiE03GqHw6UM6Gis8P9l8+3SxG2gmmhNIw7anwuhTNCdCcsJbgZXyMrI8Vd9DMou9j19R6VDoumcdl/aCgHpXV07JqXFQsmvp2SrxoWaoxUTkigbLis1LvjGQF7S+36tNu0vDQ8WBpTfzyLOU468ZFBKBjSD8iboeFzQCv5mOW3IyCm9qK8stBVjPOG9cU4zrSyjM6JSYAEcTmDDA9lS6n8tkImQ6ki4ECAL0ZK7/em399sj0vdFuq6n65BxpaP9+bVlNNp8qtF1lDVNaqCCspDloVvYDPGolmuHj7W0Hyz49Xf/tydz+FhCRfD9RPU8PzTP801UF8mpu+rIw/P6j+9kX7x4vxCZwdJp73JLMuMkT5gzYX67BHXe50KFpP5IuJbIpJsDa/XqJ2GuxRHzAt3w56kT+slM/32ifwv1Vet8THa+JmltHI0joVVr1Aflpq4HgmIIpxDkAfAD3D7EG3iM18LxDsunwcdGDAFqrRvXz9WbX8pADtXEep/QF3c09MswQWE/1FE950JQHHvXpUAMFh+3SBzObIaiGDhHS/VI57PLRMapco4zZn3hcNO7xs6jSbI/cx6WJp2CojIUShSNmSmhiBD0sMF8MSdPF6oyfmoS2J6cIAa0A20BmkU6VKAw0FH69UWenMRb5ATaVPI9H9TPY8GNrL5SlA7VzhlNCbYwE25JWqZ7A+nkJKEIK4BuUF+wc4AtPLdUo6fwxozubOcvnzbP6kXDlrd2hYn95GSbOJeDxA2jXxZuJc4C6njS4Vn9Op+0cHfz3c/xaWEGcnP9IoewBoysXhycHh3vtdAPTxwV9ubhire9d8boBTy2RJqfQ5qDN4CcgeT9RwzJCfcnkS0BnWb10/VirsWp2D48Ip5M6VYraQDSbEBF8wB4sNMT1vMBDN5wrwZ7O5agy3fq0FP5qOX+RT9GqBW68L6sTTL5nxzEUgdjKaG/pDbQNVFCuSZFroDzLt12dG84dEllJusgDQ284x5XCumi316415NjEAB0c99QQjfvti0IH6aBr3VY0ca9iSbgb6+4EJILXo64ZVYtAqyO18ll5KMgHQrYzWhBwyT7/XiE7jt7zA5UXomlYISYshefiaBWop6eb7rsgO/e6Ndf/u6tDrOCkkBM2iYtviwannZRBAZ+B1IcmpZAXZGD3kPqoVuHAYIG4gYcCxzYe69dw47Mr6bQmhbEbqUV/2tLb89sUJ2m7QFS7GClAqUBeg/EO9mAzE9ysduLTxTAPYHWAaAtBDy7inb1el9YIAlHu3Le92ZSgqbTQlzRaodelkZAA0P62vIcY9HbytXRZPulqsKh82VJue5RFzTKvmRkRe9iPNqALWsZyqnZSjcVU9rCj75K2oYZS/uRQdOmTH+TsJULuX1nVT6lZcmnDSqyFFI67Hi45x1dWIG8NX3DvtuVt3OiwYp1VjLSxIOC7KAU4rLm6EBO2YtOwRxq9YfhPVY6Td6GmXapJDT/Nd8SO3iM/Oc1mYbhszdCOIuSURl8h7w2qj5mbH0Gob4kmey3WayQgHmK3bNqZi3EJG3CjJmmVpoygELg3byHKofrMaaeAPSOOvD1efN7Y5rurXxXDFX6H8sLA+rexQLIZdFVEgerpeBWnnRVXIrjcX4evzRlJRDkqM/B8zLn4zpp6UbfPa5aRiAkyDlF7WDXhe1U3LHjEnXjb0C6ZmWqfh/aTi/GQS7QZMjKJHisY1nbii6GZnbynNiABPyiD6cWknJm4G+GUPK3dLSzrJlSCvGODUY8JeUdYrSVpZLujNaZfAH0jUzVwDAWlmMVatx+r7KYBPD3T+48X+sjKscBnE56XhP1+cTzPj49QwbkuhWENphvvayAiHTeVqqJx0BeuRaj3UjFDZAtM8zy5Bjwzqoglcqb4KML3ElIu+Yruu/LRQAqO/rLUgq+c92JVi3lUMm6JpTzzu8IHUEOOOeNqXznH5fCCt5i6A0e06C8Q73hFAQJGFmPSQZp6J5jm9kqiZZXWKnEFThJaZXx7MUIhHAz7occg64OCmvWufg8umvWcy31kvzzMVUaUraE8E0wdinlVvwK3USL0eb71WLYjHEQA35YCPyQJZ3isfPunvH4lHTY7H4ukItLn873/c/vxkXo8UcMCQwH7emH9/uoQE1qpxwbSu15ZPL9fjsQYfyIFWgCrQOICb5Uq/WutgCepyvTE+PJpAbILa3dwbANawAmACvIIAH41V06kOrGguRy0U6KnURThyABz0Bz4AneENmewp8LePC7p9Xip9DOvwQQA0cBkCbXMbTRYod9geTxyAfQYhDwGYjkY/5nJHWI/d6zBBmo0wea+hmPav0KLZqr4Q844opA/Hh9+dHv9wcfYWAl6ymYdM+iH5/ODi5PT08Ohw5x2LvptOa//x3xWw0u02Ui7zGg3xZmNfr6/abVmtxu/3ZQBrIDIIZ0B2JkPu9aTwsg+CYCZd36vhYoJ8brTpvYFgOpeDDR2PEbDzs5kSx8VgAlDIyg1uwL0PYjMZIWezjFSK6g0eOe8+Xt99qDQkpao4k+eHo6zbO5LVdqQ37Gl0Pzrd78PJwxLo9B6v3uFAdDEEbkQmRQHQ423FZmaFathvyVplcTJ83i1D+VQte7pZWztG1VCS+0VhKUGpV/kA6HyU3kwjuYBEyXkHgLYoKfWkJuIgx13MWkIJXvbWcHpnOo/eMPNhSdBBcV+deh2nQReplBLX8/KIh5qN8sppcSEhjHqpoTtSJsKqZESvjC6nWGhJBNEs8EZt5XpkmvY0c0wHAhCWk64SLQmwhmQ11ANJQA/hbaTbEKI1LoB7givmI/XXT47X+TJDXIt3iAEFsz7RZdUsCCDQigTEYh+VdxqyRk3UqElaDQlwHLT2dKBfTW1TzADvqWW5jTy/SQzJVdz3LgHQoKDbCTXgGDCNJpB6RFgJCopeYcrJSTt53aTpuReyCD445QdJB7sRUbZiynoYKXr5set/AbqbtXYytlJQHb5iu3VnLs1xO6EE1sPekk5S6oacvqUAl+BT9ZAy5uDdaMhW+alOfKQWHpnkpBsT13+N3BhZNhX5Wkf12wXAa1jazZRkShZLCpMphHiIuWXP56VViqpSXlEpKJtVTbeuB0ZDFszGaNUMq1MRvFlhWojnqeX3x9tfHpyrgWbQFAOjH6bWKdx13DTFjO2qHGtp5kPbpG/qleWtHJINsO7M+17rWa9owYo2l/4sfScuh1S9jGlYtPWy+lZC0U0rh0V9MyxsRCXzxhWa1sI7qzGtkv2jBTkyifbzPkUjqk3f8hPXjLD1IntHX1RN/aQMS8n7CUUnjjSDIgB32kGPXpILHl7Bx6+GRc2UtJWRNLOiXllKFM2hGhTx/UIPASuLsWYz0UG+eZ6bvt5bf3m8/LQ0AkDHqGgzVP36YF/jms+Ly+eJbYObF11DOwd7k677VsDrClf8/uj848k1aakhB0xR7aytwyqSUVMybSumbdm4hcD6pKWEN4PeXA/FwP1pRwr/gmsIlWTckm2GGpDSWI2PFgC7LKwuXA3Uz0sjjvIGbT7Ihy2XEawtbjdErQq/XeGWk9TXWTlojgd7gFuAt0SQL5cTYtbPEBMSVubeNes7Ajd8IWefzf5gspwmc/xSk4sO+OMVMT4UrGK5Qu10eK9TToEUgAziiSjAju1AbHg5mUiHQ/FkKAXveb/QjrrCdpnZrbLhgB8n2peF8fPKCj4a7yvBUD/c22BlgCtWS+JHeztt8WioXK+IEYH3G8tyoZtNtdOJCjaOR4rZVL1a6uczDdaXNOrcaoVNTPucGJp1cTZNz2eZqQQpEjrOZSmVMh3DRL2uKJ8jZdIX8OZmg5fNkIoFWrnEqNdYpSI1kz6Dt/V7YtgbbIGXsHE8Uk3G6nqNUyvT8Z5whIuGGNgdOYi4Xl3Tq1nTAZkOORZyDqikD+cnP1JJ75i0HQb1I7CYzzlh048oZwek4+OLo6Oj3fewPRSSvXxJlotIrSrJpDnZDLfX1XU72mKBXyzw+n0VRCx2BukKxxX5PKPZFEVjR90uF5IcKOjxVNLssCoNagvlgN5HUWC3sN/ht5rcTlsAdG40ec0GPxY89bkOvLf7Af8JxPXtxyvHhxvPQTBCiSZYQGe740Su+EGCfKfT7xKP/79754t8SOROsmUSRL5Kqbd43S6SjF+kY+ReQ74YmnFU3amBxhTG/GcA5WlHC2xqpHmVBBs41c0J6xl2B5UVcqykn5zzsyNOlpTxI+fiBwBHJSb3245jLlo5igSuKNeaff8lOeJkFKPSkJPqsZ9BBG7IpSTSLKhjXmYqzMvG+KkgN+ymALhBU1dT4lZB2ikr8mH4FAu+tBJnjRqqeUdXjjGhyvRL8lFdM2lpoJK2C+JpG2Ct/a+vof/xR+Lro3sxMs4G+l5T2gSR2NNifd1oaBrhxiHQpq9f4QbINFD7ukUxXpfD2Y3aaryh7NWk3YoUlhPcALyG0wc0Pc2ul7gZOFBP85oZPhzDE34NgJ7XrVjW0E5oQUFXQ/xygAuALvlEmVte0SueVRx/3+T8xou4nZ6GzOTm1kJSiJJPUg5IK0F5NaqCyPtkyVth9JobuWSErNRSQDiumPC8Ou9hJhykgPnQp9uPXlIBekE7/0pJ1oiOpbwDCedALSZd6rkOs9CqouuRC4uS5rIIfXbpjYlvVF04nUzHDS0QEPr8PNvl+c0tPR5FIiFRrWxo1oxozVQtKnIJbjJCyUSpxTTjzRLVQjzhll9Xzl+WjjWuG7XEw5Zk2bf0a3BptFhTBwYHLasGHXO3pm0XldWEKO1jAp0DV7Ru3jIoXUfsPL+FDXYgdyethlRFH5K8YWXdvEZEWguIIDXVw7KwnVEKq4ohtVlyWAhoFIwf+3nHsuFNOHhOxf4V8j5zy/rbKtoISZphpBWRQnYq+QRwBSM2it9Eil+zki5e1ivKBUT5EL8SF7Xzin5NuZqYVxM90fyCq8BeAftmmAJsAcjkh4meiKl2BrarygF5C/Rc93RfZ44vE/umZ5rWdCDJIX9sulefhpanof7vj55/PAeWLUM3J5mCA0DN46YKiAwxbCBYVYRXESh5wGK8zhmhXNhnvyIcNeTLnmHRMQ1q8kVbOWmKewVePUGrxmitHBvwDQdzP9GsxorZUAa0nQ3U476m21S0ypJKmlmMAaB57TwAWjBrq+/HRtAdjzMLvG0ylA8xZNSTPy4c054zfCfRyiiI+NRup+VKxG/kgBeerjWjqXwyVQHseqhoPtaMB7LRUL6YawGdr0uAHTARxxDY4RhXANdGHaRd4YB4J+bTo1JIOZuB9tPC1msRaqXfVYJUAbx2UGQ61g8wVa3Ca6Oi4QBwrAZqdzuSVlMAAAJwwxJtCfs9pNMWlYr0TJqUy9CI38RDZbk0O+Q/i0VI4eBZwHecTpIB5ZOJfEteDrwNhCFwpFzkVsvcZOIMkJ1OnYeCe7ksGQf44vI2KoR9wstyidmsE11D67nht6+u1wfSduqSZglBS9paRh9wCLTiEzHnEOALdOYw9wXcYx77EELIO+Gzz6gX+2eHeyf7Ox9/+nb3w58QyU4kKsokxfmsJOhj3FyfBrz0cJARDTMrJWkywUzEqRbLt5HIWSZDv7vbiUbPr66+BQqPRqLJjPjxbLTHqbdYIJYxHMlmztEWr15mFTLkbksIlwiOH1JUOcf1u46dtg8e93E4RL7znrk8p/4w3eOjBMNsn59lMh8KhN8IhN9areexhCCRpQCdIVKFs1yFXG6ymm1Buy3udRT1khCtIJ2aAgQsnDWOattV6QTVDurKepIfd51Fbs8Amu2MoJUT9rtquPhh11nKzYw42Ar2Ox75pxszwBqc+IfoLTnlZdnVO27zWTGMpDy8yC3zznJ2Yzl22U499otCHOlUzMWENB7gQsS87PAdDSLhZ1eS4k5BhVd1uQCrHOW2kqKCn4Hl5dOaJnlzPiioa2F+JyWd1o3DsnZUN2yw6zV+NUUtq8HVoKlrleT9hhYtKyo5MVpV4l3LGP6LE+JvPTCDcnrAjdOmYgDyq65aoLp5Sz+sqbGyAi/JsYps3jd26/JOTbYYWj6vbh+ndrgC/YqslRXMUAMAetW2jUoGLKvrpghAN2PiRlTUjCGtmBwohMZV69bNPx8ysKWfVYO4Lgf43ZS6k9S1oppR6arkl5bD8mJQlrjlxZyc1J0gfcuL2mmZOzZeMOB5bdHHjl+T3bq9a+RHp2ov5hQ79Ayd5FQuOIKyx2ceyPgkg4JjULK0CA1gbZLR7VqeQy+wqdhaKdlkpJjMJK9XFA7LnU72zQ0r5Bf7PYJYSJqISDNxeT4lK6UlxbQgDzo6wXgzLslGRemirn7CrM8D6xxVjOpC0ImNNFKICFt5Ra+uq+Vk1RwUC3ncB/lTkgmy035eysdPuAXVhK4aNXrNrCvFuV154TdzUi4JZJ7gJR3OsBFVQV6CqAbkASsD6JzyyNW8D4WQziQ+GJRd3eyl20AOWqjA37xXsOm4gOyZW07ujgd8T91wg5c0kOfXymOX7sJnpQevWAE7I+RgwreX45Jqlpi3M8ONIKNQYkw+q5pndGv8YRvZjHSTjmzcli5x1awj75RAXDCwEu8RMz/jtmVdhxcUeFYB2bXk4cF1/2PhmtRkk7J80dTDdqKElYhWp1EVyqKsUxA10qAU6PUUBwQCMBqvCwYNfq8sALD2oTA1dYOqrknMr2GjKWYryalGGaUQrRSlgy7GG6JJRzpAhd0mr4+K4GixlqpZloNbLCfZpTiD+GAKLiYbEA+CqJJmg9HDICv0X9v4JNO+ddB0RO6kRhVTiVw47cxCSdlC5X1cPpyoOl0xCF54Z78tgUQ16EhHkKVmhvlYu1mYsA5SztMheqgYoD/FNYOOfNxRgE8aNGSLvm7e0QxqUkhF9yNrNcfLJujAgj6qBKlCGM+etlEWYG0FBOC7VRNUi8SU1gYgu0E0PsJKvcztNMXwr1yKAkKvmGFX8vxaURgP0rw3xxEfeRsXhTRrs9SD/gWEwak1K+JY8CIRojYrErSGRAMnichpLkUK+XYziXPYIey2WmS2arzXL62X+HhHCcc/7CpqBXa9COKOmQwyyyllLqx2mTlGGVnKP+Exd7mMHQn/WC4+RwQnIu4hwj8TcM7JZ7vHex9O9j/uffjr2x/enJ68kUrfWo3HQR8n7Bd4XSzPLfP68sxuOwwF6Fm4I3V5LEqpVcWlIt/nPapWRMUiB9Rxp8NB21yIZpvTQInflGq2+ERG6SKVHD3s36sUGN2WBK0Lx5i2nOHeXO4a1X913ZwkYhx/kH57R3J5aF4f8RO01w6KRrMnFH4nkfxoNp97fcx2X1msM15/XypTIhOjPlpE4zUAt1oQ1PNILSfJxTjVrBiUU6eq6pWVaF6aCzB8tn2P9SDppdRj/Hpa0G6qkjFW0HmWDwjyAblRcsgl/WhSnAbs517rXj7EAUbrRd+Frmm9oinu4gbsdJfp/O7y4sZyajccRj2calqbj8pDd5ygixm6Y8W8gGluyscF6d3OaZsped7LGZZ1UEcyLlorIlrWTRUfp5dUZJwMqFODvGFYMA5LpknV2i/qQM+FnGTv5WnwllLLKpolTTGFVHOqakHTquk7NR2ILXCuGxDRbc2wLMULyLiimjcMs7p+VNJiOSWelWF5aacI4l02aGrmffME1cPLbkEKBG9nRAvUcN+7HFV07aS0nVACi0EXt+ISoDCIMDSuaGxlH3B5jV4Oi5pNxwq7BXyPiiYsa2pGtJOKM+cWViKySkSR8QjTbkHOJwYieQwnCScdTSqbUVnSSY3YSG7twRXy1qk8sCrPlaITEM5AZwHrmEXf5zNPZEKqVEBRCGkaMV0vZRnlHIOMrUPYaoSqkZMU8mP7Fdd9h1gtTKuF7r4Rum8FDhvz2kq7vWZEAsJiRlHOy9JxXtBHetNPiXpJ4SAnXTX0K1Q/rkoHVT6oxdgNYXyqSWm/bmrkVcWULO7n241HmTA/4qbnQsJaUlMIyzM+ecQpupSfWZBTq/TMbWSm72RZjyzu5BcC0kHBlncLGxFlP2su+OXd3HXsVkLde2NXk+I3kk7W7jHSdLz3raTxvu8vhxXxG67XTA7YaGE7M3LNCtqYLgPpSnliQvat0mOHlnxroF3rSbdGUvCGnQqIsxHBDLsadvSgLApJZjJ8noqcVTOMdoW7GmgwEFxV/qynmHdVaJ5Vil3U4tRPQ9t929BJiOohTieOVHy89DWz6hf+MXfXQrSwZTcD/s7DQqPIAJJwWtnJIPUUtxCmJdyn0dujlIdUiQk6eaKtA6wG0XCc4bdzUqysaWcVhRAnfnOS95LqUU49zi2H2Fk/NR+igkaugFRMnGfip4UUGSAI1SyfECaDrEoKnCm3mRZX4/xcgIZmxVDm4t6LZh5plaVASSBXNcfvNwzdymXYJdMiFIR3dGkiZ9LScllSb4hbLXExz/767Bl0NXhbMcG0/ZZs2FWtp5blxHy/uGzXJcnIRTpKatfE86EB8hmgv1UUNvL8bgkZNlSdgjgbIOeD9HYBLiMnGabVC+Lx9skD8xHRaVPMcEDCL8YW+GAlz8snGKUsB+w2+E1w3N2mvF1FsLYKfGspyyqlOa0qArmnmpckAkz/7QUskyF2JsJplJDFWFOvMFoVLhzboK0LeS6CrotWRdFrqMK+E7iDxQwz6j9ORUm1PD8eOosHj3soAucyxvSDtgYSG1g/m/7bZIicCtP8N2fea1ImJE35lTdGjhWyl+hMxD4QsvaBzmoZRSY6A1IDpvnMo7Ojt0e7b0knexcn7w92/+Ps9E887o+kkzdXFlIuqa8WbLmU9tpGkol/0Ch/Akynk/xQgJJJc+5c+wr5m1iUVizwqhV2sUDJ5Un5ArlUZZZrrFKJmc9Rm1X+YmKo5Nh31+/iwdNMnBINnMF1SwbpBtV3CO/N9eVRIgrGlgPG1mQ59XoF19dMrfYYQT6Ixe+k0o8q1YFWtzOcmkt1ti+85w58jKXPC1VWqczLZdmpODHTr5KRoGV1KSWGKKclcT+jlhRX4sKUm+61HLotBzEXuRziFiO8WkkRDTKCDlItpkAzVqhx7PPv5bwPSQ8z66d3CsqYi6Jg/3vYQe+XrB4LKX7HB90D1erWQjLKd27MF3GPOOzi+m9YPicz6OLEfMKUl4hSRI5mDSCnCj7hc98NkXbQgcgPTfsgre0nNHELLXnFbEfVaFxTDyuKPknUwepkje2cMR+SZkIIWjRXMtqgi+22UyN+QToszkWFhRinkeYNSuJBXtyKsbCMZFRQzsv6aUk/zGj6SVkvgfRS0rSXWssIRk39oK7Oh1mB64O0l9wrytC0ELT2qm3pZuWVIK8WkoBeLnqF1RC/4GUVvBxQyrBM3dDSt9SSn93PIZuOGYjfiArHJTMo6IIb6aRMoJerUXkrpSmHpcWgpBAQR66oNuRd3EGrRZCChxcwnfqNJx7d4Y1yx228kLE/8GjvONQPoJ2hjDEo+wzKAY91JmCeSflULcLRSzlaCVslZKhFTLWECUWRx9lRKUgmA0suPYO4snCcVwKbgW7SXlgNZN8dL5dSAaNDPsaVZfdNM8wue6mQnRY1fSXETDiPKlEyCEbCGTlZ2aAA/GM1o/Q6qDfWi7Cb7bQeznCn30kxyj8+z+PzXlAtJAbAm5FTi/QMyoHbyPBaGB4zNWRnZjyiolecdfFzblExAElJcWdiGJAjFX+nHDUA2QG+g8pNFijv4H+ZZSzSg0vFoUNzGrhkJtyi6I3w1kCxKU7N8lMtf18rOrQqSU4Tw2VhemDnEVm/cZkMcIha6jiK+UmJ4EXYe5gMHAOjR6isVwVAC7G6uJXlVpO0CSr/+7O34Cc1Ikw0JqgF2YU7BgB6lLM8d13VAAOKRf6OkrCflTycik8A1O6lNf28MnR9HHacRJzHNsVfXMYP1ZionhS+zG3TtqwSZ8ZuT0PXp1EnKe1h5PzsuPMi7jzLeRmtJIKmpPkgO3FHSnjO3Jc/uO3fR/37UIcBYVEvNeJlgYUEjQOqp1dUDWv6YhiATq+lhOWEEGxK0EUCBUo0SAWZkIryEVXQKTPImZmoPeKXW02HAR8pk2alE4xaWVzJCYGqrYJk+2QAQaMo6taVkLo+rW/BD8LFudR+B9Ljy9qdCTGKce5mYAfxVY6BbBehWVkrI22mkVYWLppqjl/OehYQa5AkQLmDMwV61rNCYHc+yswnmLB/sJkjVDPqgvAh+uiwugK2ENMiiqJ6FtghjLmpgI+oixFxM+NuFnjnO8tJEaRAS9qssJsFHuHWy4pyWlyMCQoJQTnJT0foqQApHaHkotRcnN4qiCA3ZMJkHFWtBpYpZhy2tCCZ/bfEvVaK3tyCZrTDhaXE3JKQU3ytZQOgDQqaVcu+1PFMapZSfC4FHS08VcvIIKLJJ+8uTj5SL/aP978/OfyWRvmBQv7m4viNgP2jRn5k1JybdRcm7akCec9h/AkYHQmyUwm+z0Pyey98nvNb5+Gd67Bc5Oaz9GKR1W4jg4EaYjIyrBY2yFt1ULg5XsR95DT9GPGepiNUh+Xd3dXh7eWx03rstF/43VyPh6/XndMZ3zIZ30uRA6Hg48X5v/O4P7nAdAYUVut5viTKFFjFKr+OIvky1x8+CYbO8zm+9+60mpONO1cgmEpJpBAXg2zqVg1pHzvj5xRDgkKQH72lgkAGYdspqGol5WTgTHp5jYS2m78ySU5E9A8ixg+NlBKkQNrHhHfemU4DV7Qc8bgFY/CaDd404ZWEbngm+b5FeRi6ESR9MmK6nZ3pd3KiHlEhDAVGUwor8gHprAZiU+TVnUdtjLJHXPUhNS/SCipSl6yoiZpxcPO3gqCJFrEyMy5R9JrrM9PAAcfvhJWkvp4xpYIy9xXDYSKlQkjMJ4ASkguyWylBLydsJ7i1AK0TEw6zymFKXfcL8g5m8YZddXPLXnY9JmxmJe2cvJES1RJETayEOVkP9del+5fF3Qo118IEkVsxeT+jbyfUMTsJiJxzszIuRsJBAbHfiPHxgqwRYw+K0vuu5bF/Na9bO0lNxS8reCWxa3rCxcz5+aWwuBAUwrrPdOJQfgRzPypbCx6BS31gE791yHduVftXCgJKfPp7hHcsF5GY5J3z47cU0i7pbJdFO+HRz0RMEsIhy3h0OZ8BSxmPyqHt89j7YsGJDDlXysk6DcNs5F7ZRIjgUMTbEfE+KKR7Jv2Z3XpxaT61GA/eVALUopeEZ5FRWZ3zUCPXh7UYE6/KfbbzO/PFrekI6kAqyK/ltLWcPh+X+W/JjaIy7GGqxN/r5R/1yI6I/p2E+QP75N/E1O+A1Dd68p2Z4jKcQ/gsZDgZp2I3esWsxrS1uCHsEFqUp8B0rHyb8kjxsrOTu/TbWGG7IHTFt6svrjWkK+25w0C9MdHtOrJRfqITH2glRzrxiUpwqBEfGmTHetmhXrZ/bbwA/wWmzG7YdVr2ArenYc+J17kbuNkhGJ2ml5PUeoZ4Nl4tyUz7TnPBiw74d89Z0U8BHBf9jKKHUfLzegnNpGyBi1CN0LO3pJj9rOhm593cvIsNnqgSEvovj2K3pIyPcWfa9VoP8gFe1s9cECN7BABoSOBJNxUkDAA642UDqUP2s/gtDe5uPiiM39HDzouo+yJ8B5njNBungPwEEgG84gFuJiwmfJ/tKOGiZrxMAH3YcZZw03xXZykf3+eghty0eIAduCGHXMRgHYeepRVRIm6D/1Zs1h967i5ScdBW7EpOTEA8xM6FOWmQq15K3EtO+RnpMLtVkCZ8FM/loVnxXaek+u0xUksj3bImH+LCF0EthUh7WNWYpJ6QliOijJ9Vz0irKQkQFqKaEjey0kyQVYoLUgFa8ObEd30Ydp2lg3SgfCUl6NfUr9GtKAHopQQPDgA+GL6hRG7pXhvFd0kNO1k3hlOH7jgJWiZOz4Qv8lE6cBz2nAtzEx5mwkvPR7iw/3SQWkqAueZDPoB9LjBLMc6GgNOBb4SvqKUlbtuBSfX9leEDmGWfgwxazw/1/0oIgIawqRkWKPRqplFJ10rJKuRMKTkFUssE5wBo0tE76sXuyeF3p0d/pVPfUsnfU8++EbLfqZATrfxUrzw3qM+UyA6f/ReV7N2t48J7R4GLHPBR3a5z181pLMIqF0T5LLuQByktqpRF+Ry3mOOBY8jFWcQQtBQv5jm/s+0m/dRchHVj3bNq3ps1HwyK9wbNPnhYxzVXoyLR6T+xmR9FgiM+d59JfysRHVzbea5bsdVKqjW0mTw/leWWqghEIs0Oh2nwvWE/PR3h56JIOiSCZT2nbZdNraKhGEYyPkHqjhtzMj2Wc6duP2g9z/h4+ZQM79gTbn47bR7XPE4tXSs+04j3E3csKKspLyvp5sZuOaCiQAxBBbwz0Zw6ktvGvDXT9MiBWXHis/MCDoHHzoXwOfgRlwRsSi6gBjmVvJM0E6a4ne/RUcIWVtopyFzzsw5B2S1NXXEjJnrazoONfgMtaGamb8TRa/6dkQpfAZKrFNdXksaoR+I00y3qE5Dnfgcj4qRB9amE2E2wWSFW1cfsRESDlKIfU5bdgswVI+9gl138spsXsZ9Bdcv6WIk7ClSWwNVx0Hbkt+zhReWkrhkUlQDocoALgG7BZ/3i+DU5e8eEal70sXNuRsHLbMS4WF4CdJ7WVPOGDrjXjIGIZMfBtV/SfZaLiIOa9nCgmme83PgtI3xJCljOahEZljeOirZmVJW55cWuaBEbzW8iq7gfOBc/8OkfwbeRT36C3E853yGdfySd7tBIe8BoMetCwqYImBcc8jHjYo/HPuZzjoS8IxH/GDAtFZ+r5FStiiHkHPBZuzzmBzH/o1p+ZNCe6DWHGtXOm4L/vBSk4AXiCRjhqxNgUCnCGdT09aQqGxQBoDWSb6GQhe8YgVsGFDWb6eO1bS8WYoV9bJvx+NZGvrukS9jfH/70hnn6RivecRpJ7kuq23ruNBxda3btsp9uVB/Cl5R8ECkEFaFrnsNAvtSc/XJfirgErawZNHLsVoLB5T//VsJ4a1Gdm1WnQGGt5EAl3JUL9xT8XRl/XyM6FrM/Cpg/SbjvpPz3UsFbtfTjpf74SndsVe8Do72Ok4Dr2HezF7zdjfuO04GzTPC8nGC2i6Jmhpf0HHusP7lM38dv9xOug/TdSdZ7UfDRi4H/h6n37HUcy9Y0lSYijpe3lETRe8pSEuW9994ep+P9CR+RGZmVlXWrru3qBvo27u1p9DTGYMyX+TY/YDA/bBYj7gwGWCAoiiI3yb2f9b6bm5RwOw3dzoPHHffF1Hfc8S7qnk2PPmrDBcBOutysjndz9mWLOJ9AbfaCkZw3MKgWn+6U1xc8APp8Sp9NGEA21LDDPjOt4yAVu0XPqIZDdApuLck13OsxqQ3yPxHmAy9I/uMZv1kEtXsvbaqVtXaytiFozLxtXEHGNW9ZNS/aQruA92oEeJdW0d0qeCFppQOeKA8bjLQKXC7haNe8yyl7OOXOVvLlMnh7GLk7Uq5XASjq8ZCBRngyhhlu2vCNqp56yvThJvfPf3v4dJr8+aE6LHmmNayXc9filkHBC27uahZZNOhx1QdHsepSvaITAmYgx4yqCGxw1kS7BVsra+oVbfMWejykNxPumwZ/PFVAfYPdvphL8PM5pJYGBeqskXRDjCtMJ+sDbzQs+/pla79snLXc8FtIErB9yBCzJrZoY1MwIh0MfOvtkR8CtvnhJn00oA4H+KDsGFVd4NzBWLQL1kryABLA2Sww73GtAgpY6ZeFepqBBNbK8SWVyISxbAQvqVQhQaQVr+J3xgI+DNn3uQ5on8mL7Pg8OwxpJPF9Ft8LCuZYEBSQUw0jgOmE4gjLB8mYKZ+2l/K2bgudjphmDSSw+/IsNh2T0zG+nLPrJQvznRYy7KLHC37Ww9YD8mIuQoEndffpmD2fCb2yIxXeUYM7EXErKO4lQViktZHaJGHkaDtL2TjaCm31q5Kichkqn8POL1LTOdsbYDA9PPbPFlynjdYryGIsjVpUM++F410P/U8XBYizRfR6GQfODotYJ+OuJeylqLmlOoDUoy5zc54d1+iHdRYA3cmy2Yg3q7iWbR4ANKkRE4BRmQZu1lW0GHaCNsoGbfmoC9Cc9FvBs3YKbCND9qtiryIMKuKkEVh0IsuuMm8GJxVp2QyNCvwgx06LAsQ4y07z/GEtcNTQhPO6BgiTeilskKfWrcCsLrZSeCtDTGrSZpY6m6cB/dDSU2ELtN9O2QuAhrRxPmCvhuztiH+cyE+z0Jtl7GESOWnwqyJ5UuMu2vJ5RwQVfDHmH1aR65l02MaBzqCoTnv4SRfT+A7uduG/m/tBWgGdj1vcUZO+HIlPa+X1kdabcb+Uno/8AOjfn7O/3iffbcIg1BZV9zBnG2ZdIJahXcxbOCgtLQd0aWj4xx32bCAu69TjKvnzZe31OnPcFOdlcl6i5hU2KRhFz0sJP5Aok8f+ym55gXmMuNeEIgYCNQukK8B7g7xPYNwsZse95qCMfr13bRc5G4QsOIKyJxxABRbqg4mhDAJnCsjWSBjCEg4bdZdL9O6Y/nSnWYZW1lxR9UcD9uE0cbGAi8G0io5ich8YHff/mFJ2yxnTf/cv5x/fFQYdb1rdyaj6VhUrp52sT0e5dAq/U0k5u2Vs2NCkzbDqgfb8+ihyBZjo0PMmPSjizYwbuDNtifOOfDqNvb+ud/NkDaAcQ30WXSsvRP3WWNAeD9qjgOagPakgatAFTUiRbBJ1wBPbQf4gFjCrYWMuYasVvK0i3siijbyrXbYPmy4Q0ZsFcXMCctJ3vsDvToS31+F3V+HrFTNtmFvZrXnbDLFo244GnrMJdT4FsHKrNr7sODdTz6qLzBoIJGdgMXB5XEHbGXsjaRkU3YsmPiq7W2kLLOnmLb88J97fyKDNz2fk6Yg4GZKQ2Nc9EmpbMWnLRI3ZmCmtGNXgXlo5qGSto5YXjPzpQmgWLY2C5XQhglFddqlBydNM28ZlDHL1pOqd1tBxFa+osAsamko1g7ZKPshA1bSrmsQSkitE2rNhqhBHczFHPe+adCmg/OGA34wDIKZuV6CCw+cTP0iAk74E2upsEjwZyjADjfb9VfHvf55uxqGn0+y8zhz35FmNAZvWzXrPRuGTfqCVcgFYQWStuzyQelTBlm0aAvgOUwA9JA/ANCD4bCpcLmQIkP9gEcBlQ2KA9HCzDl/MgrC7aY2B9l+JuaDx9/NMN0uVFaSecNaSxmpiv52zTOoe4DJsGQANOaBXtEP1g+nXAQaQIQhANpxPWAIcv1r6jwY0rN/J2wdl5GIRAFN8cxg/GgdBDYzqgEKuFPdBdItCIepVRWcy4K4kqUaWy0TREG+NBzHcte917FCoHuhM+PZ5xkbhRok2hyV7RHYEBWtYsiYirlTUHQtZill3Km5OxA7akI+HfCFrK+bsF5t4OqHPpU21sqtV91ZLznzG2Kg4F0OmXXIOKm5oO5ARoYXDIcA56RYcuchBIrQf4rZ46lWAN4UDHtBQqMdIoDa3Yx/zmKDFRsM4SGlZtCoRW71OlcqeQhEplbXI5myJuDEW3u/WqWYBK6nOShKZNIXzReJ4rAxq1GE3AFa1CAUOm8pReyVm6ySRYYkoZVzLcbCWRE77yvNJrRjxRDhzhDduRuFZDa6LLS0b05K5EHJ+u3tUifninCkmmFMBB0QlgbfzHJzJTlECNdDOC72SOKwGBxXQwmIzxTSSdDfDj4p+iG6aa6pUJ8WOi8KiLg0L5KzKzapCM4V2sjjQeVhmoY1DdIrMqq+s+7FukctEnHFJX0k5hlUUgHg1kYGkVwPhYRIANN8Og3fj8EXXDxyc5PFVlQeRflznTzscmNq3p4nno9hpj51V3Scd4mkd2vQJQC3I56+ADt7OAhcD/0mb33z1wZ8uUl9ush8v4m9PQ+82QZDP3+h8MSKnZXsvY+hnzPMKctQhAAVgIq/mstZd2SEWTd+mz93Ow+sGt+kFwBYM0r5a2NaM2ocZdFwg64orxhzEWGOEs2LOly7r94RHj6MGwmckMROLWyANC6xT4jwy7/WLHsAxQFlgrRBf6YwAnb8BGrI1S8H6JmC0LJoDfnMwYNLdnRHP1/ynpxhYy1L8IBveH1bIRU9SxB9CnK6aNQJTZj08G9sGxPz+pZ1Lb7Vblnjsu1Ri+/o8erwM+vnvMbcuGT6oZoGS3nrB0SjaB9pwd9+k4frpWn06DGwGDLTDRspeUEwA8UGDnvels1WcQ3VRYXfaCmQVd1xy+qzf0b4dv2DS5IzizieJSoHLqpjMGyOyTWL0ArXr5/dC0n7YvwcmtJxF2iWmkSVKCXsuBgU4mPWR21Ph7W3obE5cLKnrNXd3LIKCvj8Wzqa+Rcey7FsWPdNqYD2Zus8X5NmMBqc/bSKHI+fFCj0cemYtx7qPjWtII20ECVmNmSHKirEaN9ZUQz60XQjvdbKWv/tS/OWN8rjhzqY4sP5o4D3soas+Uck741FDQHwl8y9E9gVL6vzcCzVykFdNwxY+bKD5+D6c1c1Suj0OLXtELrRbS1hP+v7ruQJqvZd39QpoNeEqKkhctEAlrqS9xbgDPEcjQ2eCviDhCFOOpN8JgIbU2K9rvR9jTau6gLOjvG9U8A5ybpDGoKomFfKwI8LGz8fhbtZzOVXenRc7Gc9RV55W6VVLGJfoWszZzfgO237woTD/dX0JfgKWednk1m1u2WRAax92+KMeB6bvcua/WUau5gFIbJC0II1B3lq16bOxeDUPQcC+NsPQpMxNK2It6s377d00A1EOI+WIo5FwwJmEnAc/7OUdg6IDmsHtKgiZCT5CgEFZtUnYZjtjbabM/YLz6x5DIGcmVR9Y+FEFvT+KTxrk5VI5m0aWHXHZC4CIBmOekC3dPJMNIxHGAoyuJkFyspmYJ8Aa1ZAPc+24bS8p3z6O7oF8FjkXTVj8rMblkAi1y+jnjPGQAwCtRmzNCp1L2UFHN6vYoMOm4iZV0c9GshLci4b2gd2FjDOTsMLCXNLaqWC1rKORcYB1gLMEpwuU17JFgYOEhcWkXQ0YRXpPpEzaTnG706Z3WgxWww5iM3CUi2cckDO87lc0uStLejXuzOfRZNIZCBwIwquAtBcNGlOKo5rB2gUa4tvzaY0sllPgFKHZgFFl9zIAu5hLu39TpFZtuZz1LMdKOeZat0I3i3wK9A2+JxE705oAlzsfsqqcIc4aU4I95/fkA95qnIix2v84p4NINuwBOwJQ1mZSHJzGaoLRDEpGaGTYcpzKR7Bc2NfOCKNyqF/w1xNMJUY2kizo9FGF6+TRSR30EF9PuRtpz6AMaRItJ9yFmLOWxr71nECb1a6XXz+oaH16t6swAPdxGb+faB3Zb5ep85Z80QU9LsDhAAeXVREC5qdF36pGnPdFoPmiinZTJgArSOP3Z9HnI00+386kq7F0PuDP+/LlMADTp1Xsy03ut8f8zzeJ92eh9+fBjxeR+6VwNvg3Og/z5nUTuZnRr0+DVwvpZh28W4cuZgIItWULO+oxoHgWVXpSJDqquxZ29JK+dU04akizIj0vMcDoWky7AycT+5Rniwd7RBoZXE94tVsdiOMVODaatAZkNBYl/aJT5K0CZwnIzpjiS8apRIyOK6TAuXjWyTEOlrFyrEUUbMGgU1EQ3d0V9nDLvn0IHS/ognqQA4uU10ZK5OP6YnLvaMr+8r769i497XqB1H/5rX1+Knz6mB0OXEpEVytZoqEfgM6FtLlRdI7aBDConDGUMgfDNrKe4KuB57jnOel6NgMSNMWo5islLYAqkH65uPn+PFeIW/oVOhG07H6ny4RRgTAQ7m0/b4mHPYmop5Rj2vVAPk0KzEE05Az7LWHZGJL0PP0Dhekk/rtUzFhQ3YWoOxkwRITv08rLYct2fcw9XcqAWmD0+Zw6HoG+810uqKsleTrzHM/sx0vn+dp7foRdrMmTBXE8oZYj3+URdnNOncw8k65jNUAHDWcja+yDiokaa3Fb1r+fErcAzSnpJUSvYP3LT3kA9JtLuJz0xRwHTB8PvasBViogSswkilsc94Kmvyd8Opb6PuzfCYlbcMiVtK2UNPWq7s1SvFwDWfC0fwec6ekgcDGJtNPOfHC/EDYlJUNCsAUIQ0yyaH3uEVtJ9dRSdDqARilE9hpjghWWFBPOTsk3a7LtnLed8kLDG2S1x1J7abBsPkDwui02E0BqfFEX8kHDIE8AiFPC/qhINRPeiuLMBywAzXYKHxbYXpZqqB6g9qrFf4tFg51WqVEJHxS8xz0RAti9GUkgz+cNApxESTkAkwE8go/AI4hFgwZVPikz3QzUfqkRx7OSs6pg9RiR9yOFgKMed4Nmb6Uc/QLSL9iHJSd42+fTGPAdcA8IBtYfdQWNxWlbTTUdtRmIbs4JH8GbQ/SLblD3nRxyPJKPh4FFm1/2ZahF6ZAlJhrAqmf8jghlgFNUjGG1FKk9vcIaE2HM59xGbD+Q6C6Jg3y2+AWUxm0yYwmJFpDPIm2QWUPsq2mLh62tKlMrYYUMUiuh3SadVi2A5mrRl024EoodCJ5RnRDxiDERNGitJuuB6wjnCvJZP+/REm0esqyhk/fW855cTHOBImXmKCfusdtMetP+js144LabvS6j27HnsP7osH3ncnzn876KRpBigU6oHp7bZeitkGxMRp0Bbr+UQIdV/9fOHALcVSZsBQUKQjjG7saZ3Zzf/PUeOzLMksuWv1NjT1cpEK2HrcjNopiW7UHaENagrM/5rdWYt67i5Qielb1J3pXgQIgwKm8Hi5aLeIHLWm7LCJmg9xuLIQoKDmguxchsCEvKnpTfW0vy7ZxfuzEbxvNRshxnSyrRyhO1nHvUYKZdoZHzVIHRWTQftYHCyEcdhRjSzJGQYOoZHA6hqNqAzudz7uko8uYk+WaVepjGb3rKZTe8KrGHdXFVF6AugRhfNOVJWWinfEdNfl0nz3rC/VwbU7GqYxdD7ufrzB8ecu82CtD5cqTdD1w38OMWdzUKgoi+nYbeb9RPl+qbE//DmoN4PpKWdee4aO2lTYOsZdVwXU+ptxvp41Xkdi2DXQM6n44YzRN3cci1UOvaCWc74e4m0HmJu5+lP583npY5wDSI+mHKM87ToxJfCLujgjUeQBS/kyX2Ce+O0/691ayzWb9ze7dp1iz5XaJo+SqQrdGIJ5fhCjnt7TFKCOMYADSiAZq2M7RF4G3hkCeRwHVnp/azM/fNBbOYAltNtay3UxLyceQQPOyJNu7y6Sr2+XX+t8+Vx8voqOtYLrDVGjs5Zs42wuZEXi+1//U6Wsq9Frqei4dTrlt39hqOzSFzfxW4PeU2I8/FGLtd8ldLedWjW0VXq4yMO+TtJtWrYZWMs1MmkyFrwu8spTif85XImBU4zognINvVmK9SklIJjMS3oyF7AlCV9Cbjdkl4QRG6UPBFreSNSoZMyJEJmxPBnVJKu3t+c8LDftcD982RJp9Pxtiqi2wm2PWKAo18fuy+ufQ93tB31zQw+niJbVbsxQn3fMe/fuRhyXTggI0MWo5WyQymIR82tFJIIWTI+ndB9+WCOwnhx37R9u7a/+6Gf38jf7gNQjxtRMD0vO+rN/BEBglHTIGgXpR2GeaFwL5SAoYAvxOR93KQkGrY0UQ4W3AnY2LZRWcNalQmgaTzOlMM61XuRYx9JXp/iLFWET0IMcZEwA7cSQVsmZA7RFlSAiYgBzHeDmIElHUz7wW1Aop73ZK/PvXEgR8ETEO2P2xKF0OlFfdMS/Rhw5+T9M2Ye5SjFHJrkKf6OTotmuLMfj3u7WVokLc52QZCADbybYwjFAmmQJxezgsBxRuXMUAPBPAapp2Mq5GwaTDKuWEemAvRTiMg5HtZrBR2jgo8ON8EY0txjozggpm0YM9KVkgJgwLIZBr846SGQBu4WfnPJxr0YcuzGpwNYVolvm1fu6veYsETdNPOeZ2C5ZDG+kUvuLFFC2Qa0y2gwzrVKWFASagGhYgzIZoU2hjnLAAaMOnJoC3Em78B2mn5DgBNk3qJtwdEjCHsoGqDghHoCf4MFDQAOhFxRYPmUhZt12lgdDnvbdUomKqKKRm1lXOEGnZG/KZUzAXzRVCjcSSn2HtFoqY6ejl0XCaaqrUSMYDrSkpb1YS9knZDlgWdLjN2nkZwj9NuNum3d1EnQngRu2nPuP+9yw5S64XZqHPafgCFFVO8fsnGUHsCZwBdEpFB6R+AywQBW00SxZgHSAc7TQZMKgd1Rp+VLcWQIy2Z4+xBTjTXVbRT5Y9mSfBhkCbPxxlQ0BHOrMoO3vVDgjU1VKqd4sthKiOCxcGqCtQ9MsG7QAEAiJMyAkQuxxkAcUJyqyICAV8BiCGSfjTKu+KiOxchIRQRUThnMoTlIjSwqZR0FTOOUYuZj+RWCa1kXKWUIx7Yq+fQXMwGSQWkNOi/esYHIrpbxjcTDlzs9Uy8W0QeprGLTmhRYPsqNsmAOOXmNX5W51ftwLobGRZ5kBRXo/BJgz3viG8P1XdHiftp4P1x7B/eNz9uorcT7qRDQACdxwUXaG2g86SAHjXpqzF/NaE3YHPb9uMucj7EBjlTN2Xspc3TkvO057tdkPdr/Hal9VUu2tio6po2PKCgIcDbgT5oxOwtFWmr3l6KWFXk855y0gpOs8Qs6+vFbbMiedQJ9PNMNYlVc3QxTSlBR0iyi7yZoQ4IfB/Fdr+FKJpE3hj025Kqr1QQANDhkJemzLjPTBE2mrSTuJnADSxjhuWpJK1bLuzLlUv7m/Ghr1pwdGrkoCZlo/Za3r6a0MOmu5bTf3qd+T//j0//8h+W5dzWf/6X9Wjk6LYth0uy07Rdnvl/+lgedN3TPnq98d9dBo6XxOaQ1F6e8nP2p9exP77L/PKQeHuhXK+lRRfv1zzLEXt/kXi8SkWkH55vcouBIBC6boUpJ33FFB6POFNJNBK20/SOLJozaSwWdfnQ78IBYybpqleIatkbj+2GQ99Xq9az01CIf5GPWepwBguWUQu5POafLgPA6JMZpr3Q9iFxeyQcDdHNlABeXx2RN+fY60f2w1vp+YE7P8GOV56LE+bxJvDhrfYnFOdn5HTsmk08g569U9fPhu5MaKudd1ZUfSl+MKy4yvE9VdT1SobNzHF74v5wx//+UXsG7+en6M0huey7+z1fsYIkUyY1YYgo+37pVUjeTkQMUXknLLwsqKb1iLs/jZzPmWUXWXRcn+9z5zN50aJ6BSQT2E6Ir6LMS9qhUzgjj24H6P2IZPTT2yF2P8xaGNd2JugT3K9igrGZ85UStkbOPa6BrrFMqjQoZcgl5ZAxI+/lg/pGwgmSGcTU+US9XqTLUWc94enmiBC+BTXpbJQoRVxpyQL1flwWk4IphG/ng/bDbmjZksAjH/cD645/XKF6eV+/gLUznmrcngvpIWPVk45xlTzsSaejYCFihIWZwD4EaP+a6oJdDItcgjeC4a2pZJg0hggDTMO4AUx0hNzNBi2w2c00eDziJ03vGFpCn1p1GBDFlbgVdgTfarcr0q66am8nXFdj5XGVOunIYAtKEXMz6TqfKM0UApmpXQAh5oDG38j7wE9Ukn4G1iYAAIAASURBVNoAIVUwhhkjuHXI+umwSwXjJZqSCoq6XjotOhLdhjajdf9JGqA58sAvGDRAc5BETWDUgL9hP7DY0W4IzQqdz3hATbfqLOhlAHdWRWE1kdwHod2uSoOmv13hmwVqUOWqqruVRYHUxYg5Je+m/PsK+zIZMqajzpTiDEt2mbNJDEL67E6bUb+7xRA+nsFN+q3dbZ325hB032jQQXg92wR+4PVsYb5dSbBJgoXy7cDP1aA7FfQk/Egm7KkkqUqKyMe8cdGUCdhKUTewWGH2GadOQH5UaH0pTYw7EYUz1xPUohmPgFFgzAm/R8aMKdFTUKh0wBeirArrqKfEdS8H9SoqODNhLB/Fo4I9LsE8GhMdCu+IsA5AMBA5HcQgYrInzDsh1AAKdOZwg0hYYgGfGsACvCUTd2STtmGbW0yC7arWFZ5V7UFhu1Eisypw3JyLOSppXz1HdMra6L3jqXg0Yg573Enff9oPL6tyI+pNsYZ2UqtF07q4aPnXg+i3butcyA6C+isrHZC2L0byUYe4nPA/XSfPh9Si5pqUnasmuqh7u2lrJ2WblrFm0glZH3L/rO4dlKzdvGFYti3qSDdj6oB8ztuWDe/ZiLiY4Kd956JpATQ3Mpayqm/n7csOeTRgRxW0qto6WbB0vqzfKnl+YG26EPYqI5kLQWs9aisFjeMCfjIITxs8OLlxgwf7Ui1QpSJVKTC5LBGLIcBlFH+FIN/JkhEiHLKlk3ipwGVSFM9ZnY6XHuTA5zViqMnn1aPePYIyBANIIkXqjg+lw7XUqDkSsZ1syphNmQtgP1t0q+TpVJFO2fXpufA//9eb3z4XN2vsn/7SbNcOWlX9yYp6vAmvZ1i/ZVnPvFdnzPOt9Pmd8uF14O6SeH3P/fo5+uZBnA+tf/+H5pvr+NWh9PpSfb5OaG+wPgq+f8j9+qH+5jY97WJq8PuwoMtEX2Vj4OZ0funHsLLf7vLDaSQWd6A+ndujc7t1Pq/OL3+fSuzkstvl0t5gYDs6wS8vuT//Vv/Hv+n8+jH/dfga8eZO+fwm/fW5Fe5szZwtqPMlfX0k3p367zfy7bnw0/vIem56+8S8f81BOR+umc0a/Ye/1H7/Y340shQKLw/X5M2NPBya2+0fjo8dl+f8ZOhu1wydlrnbMDcr+knXcbuh/vRz+Mtb5uMj+fdfYv/h99LTCd3NvWgXXzarW83GzmhgX83x8QDNJXYkWkd7dcX4Tq9iXfW8hwMvKPpV13Uy8p1NfZOOvlPZ0m5sHoN7RRoZRyONhJhXXodOYH5UFUMiag6L+pBgTCt4PS8ybl0FvH8WwnI45pcD7UbuuIV1i85h1VNPm0txQ7eIQMCm+lUC2kOrzF4fF48majpiLyW90DDC/H6vzFWSaNpvSYhAWLt2AydH9YssNAlVOAhTW8CaUYWrp9xQ7T7eNt9eVvMRS0GxdvJYXNjNhc2jKgMfCxE7RBHMNeApQ7SzZD2JgcRLhZxpxZsIIUHOFGDNiuRQZRccRTbqhEZbTjvbNXxzGD2cB+sldzFpK8StjbSnX6SHZXZQproFHKJfIM56yqatLMvSIEX2k0Q/TVajbtCMJdWjBszxoLWQRCFiAUtI0Me/3V72WyOiFVQzTLUui6gzo7q7zYDX9R3ufeGXLC7Hd7hvN66QNGEC/PGsXmAOQA2oihvsWiqORhWnErT5ZROoV5hXFRcohmTMXc6DSHQqkg2cjQSUp/WAfhWka9TNYi8gleZUdyHpTYRtIXHPz+4GhP18Esun8VyKSEQ9QdHGkQYchaaot1hfWSxbFtu21b7jcO66kH23Z9+L6h1gImUnBM1YRQkRBSdJGFnKAnD3g+rnXX7OCUo8CBo2iGViVFRGUhE0r5JpxRcR7RJlCFDmEG/PxMhKVsxGKeBpIogHGAfh2qW9Zh5z5WKhghqQaadAmrIqkU9SkHIggcXDnljInYx5MwkM3CrkLQrbCnDavkICAhHgnBJt4wkzixlxZJfDTfBtSHKFRZcS8GTjdDnHx8M2NWpvVth+x18tkI0yM+6Fhp3At36heNgKkVAc6TiST6GlLHa9Ka4m0VFT7FX5UgJVBENUNBdVn4BtZSLOXl0atYPNEgvSrZwhmyW+GEPzCjJvib88d/7h1/HHh/T5kgX5NWk4hlU7uLFFC63G9yHGFQTYChaznEVB15dTSD3rbua15yRrKUtc/LGVtZ6AWDwK3aykswlzPibPp+ysRY6bDHgyaDvtsq9ZROt5Ty3rBZ+kWTF2X8RfcfiWzOxDNUtGXDK5DVW6kSdh+/mEoVm0gtq4WIcaFe21G92WUCvTKRXqD1QkWzIBVYgsgfHK4lAr0ikf6OhEnFCjlMX0wmbZstl27I4tl/uVj9wV/aZw3KHrtIhBj6mUkFzG2qp7e2181KVO1+Hzw9DDpXp3pvzpS/1/+q9nf/5D4e6S+qe/rc0HyHLkvdlId+fyYuheTVwPV/ybB3ncOzha2M6P3Sdr2+naeX3muzknLo7Jt/fqoIHk4tu9mnOzFE8XwuFEG597u4mcLjitq7eoH7ZsyzHSqe2Fg7pu1xNL7MqRLd7/0glo9ulCEX06bec5nRL5sVLWz2buqyv+4UG+umbWh66fP0V/+RR7fSefHeJ3F+IvH3IA6PNDFhgNgB40rbX8brtiOpppJfnjT6W3j/6rDfrpnXh97n6+of/ya+b1vfTxbeThXjo7o9eH5NExc3rCnm6wzYXz4to9Xzjmc89q5V4ukeHAOeg7Tg+x5zv+10/+N3fuh1PbT4/Mn97HHo+pVdtyPHI8XpFwEo4WruXY2W+Y84kfEwEdBKj4yxV9f8zdHbH3h8zTCf9m43864989sJcb1+O1cHsm98oOqDqVlCMivlIje7HIbjSyG1MOwFxDvQcNFeD0rE/XKJhHLc+47T1fy8czOIfIvI93qw6YqefN4CTmPerb3ci0cpBWbeUCVi+R6bjDz+8EhN1owBCRDzKKDdhdjLtKKgKus5rytjJYN0+STp0qH4ADrWe82p1JcPoFEtR6mN0J0i9DzDYo1mGNLydcMA8BRjsdsoFuhWlRcVXiXqBzLuqJBWxqGAGjJwL+qH1AQFCwSsw+R30fDWk3eItZ52gg9LtspeCpF9F0xAqFaaZxQHwzR7byRLdEjyrCYSty1AzPSmI3SXRUspeky4pX5c0Bco/DdiRGHws6Ifyc0c+Z4yGXQGm748kDntyDea3jQjAERH2lQEVDVh/6A+57FZDBe1q1IRy8HQDNMQegqQHTQb8jGkGiEU8k5EzEMZhGQkg86lFjPpiC2KmXZA1kASTEW4HOIqltX8sEsg12F5bMwDWwgLBHltxmiC2e3m03I61GuFqWs2lSjXjB9oIoFnib07XlQHZsrl0tHBA738Ll2RFkhBOdGGlmOSfDOsDzsl/H5PGMNh6AZxwC5QQlHhZxNcyko2Q6SiTCPkUGgEINsUckJB6EjOXLxtl4gAjxnqhMiKTT59gn3CaPw8pTeECg/AIaV/BKScpnaUhaAdn6dWqHo4aDVSIOUdgn8W2ONIq0Iyh4FD8WCxLRAB6WPCHRjbv3SO8BjR1Qvn2YQv5IxYhqQUyr3rTqblS4dl3MJDwwD0gqZID4znjErgQt4E4iAXMsbEvGXLBCvxms5plcwpeJexW/VaB2ZfYgEXEN22EwKNrzdSkcvtWG1gTtIdFUSFDZmK9b4W5O069v06crHujRq5vHTcegBpoXmzXRcvwALO+g7OyXPeWcL5/2wRYgH5QzeDVHVNLeUsqRi5o6ZTd4uPOZeDxk5g10WtOGFXVKvnaJ0MaG5X3VPKrBPeMtplBIKhG/CSowg72i8VcCsxeSrbGwKxKwByUTfAUNrV1xLQbY1YK734TGI7bb55s1ppD2JGKQtMyZpKuYw6pFGqoiMBrOyTdAqzE8FiUR557bdYC4IfY82A4t7IfitmQe0SVie+WCvZizV0vIbCwerYKnh8HH29ThjHzzEH2+9b97Cvzlj7mPbzSuffkYvzrhX9/Gfn6XfbwKHs09IJz/8lvxjz9ntDf7fEj+9E59+xA6WaK9xsGgZTiao9Ou92jKgnb+8q705jaxWfI3p8FfP1Sujv3LId4uWzpV49EMEikHcjuT0h0dCcWqNZE2xBJ6kvvOjelQTOd06YYDut9FJ0Pv1YX08+fsr79mn54Cx0fe+xvm9oIEFQw7fXMf/tOXysfn5OEUg8s27jjmA/d64tus6MtjHgiovWT2RtTw+jkK6eR2Q/7Hf2x/eA5r73+Y2h8fg2/eJo+P+fWKfHwMf/gYenhi+n3z0RHx8BCArDAZe+Cr1/fKu0ft1cnXJ47NxHB/5H1zJtyvuZs1+3wh//UvdThLN2fseuoBQFey2/UsaGfj64vQu5vImwv/46kA058f41+eVO1J9I+h53v66Va4POZ6ZTsAGjJ8Jqqf9LlK0aHG95KJg0rBXcqB/jpAnbqQoBu33ZdH8vVJ4OFCOV+L875vPSaHTdesh/brLmD3yVwYt4Ej34uUDoRqt0lHArssqVPDepn9kcF0lZw7GzPXcu5xk130JO2J3iY7qlLDCmne1jVynsNhOBMxApFBgHRLZEzaeX1ZfX9XBzoLmE677ROzhNmtRdefU6zpkCUZMKWCZu2J/Ji7EEOyiivA7UNzAlQBp6BOQ80Ghgr0NubRBcSXYf+2Gt0vF13FvCutWqA8YH61e6FRpBL3gDqupnydIjOsiZOKNK0GBjm+EcfrMaKhUqUwGhdtpPMH0v0KQAxc5oh9n+tHAtkCYpKeHQrdZrEDWMgTBliBJXehDACOWokDOiNOXaXkV6OEy/4yHEABlxxjIPF9itjjGO3uTUB2AqdA14QCTvgWqB0KIOGgNlq5mBcDgt3PWkXKBFsWSKPMAZ0d0SDy9REDKyQkv2CicTjMH0nfK57en4zSvY4Ke0wliFjIG5Zd2vb9iA8zopjZg5kR1OhyG+3OPZDSZusrj08v+r0050A8egy3EKQNpkBqDDUQmAkkPwSFmxnSKrPusITmU5wa8UGpRMYMlIz43WoES8VIkbYpftTPITxpgymDmd22HcxlcNuNEKTPGgnihaxcyAnRCApnQOTNAmf6drxwsEG/TeAMcE6+vnPKo4RA5TGJGBsNk0HZI/FO1L3rcW277D86rN8jjhcMaYxHsVIBtoYA3At5MPgM2A7w8qkkqsbdyYQ3FnWFglYw+JJoCPjN8C0sScU9sbAD/ApESDbLvD4SsGYSqGFPR/pewEL4KHEHYF9O1oU//XIGRgFsWTaOtCp4v+2rl63F9G4+uT1sujsVx7SJjWq+YswIASYS9HIx4wMOgitKq758kiimCfBbWdUJunhQI+c9bt6meiVXPWWqJcy1lA3YXUi5v0U+CaLYk024IZSAOSjqIeNq9ZnYAdkBl1vrEIv5wGdgyHcA6PVE1J6JXWsDtNbLEAC6mEO/0tmaTjhzWV+xQACgwYflc3gmjSZUT0xxR8LeUBBFPQcerwFcFOLZ8mBbrLQfTTnyNVQXCuiyKX0+YwZAzyfSai4vp+z5qTTsWB5vBWDH1RnyfE++eaSf7qjP75R2xQBqFGA3HzpblZ2LYxwAd3lCARw3KwrE9XLka5WNUb9ODelaZT2kFJDJwOJPrzP/8Pvg53d5AEpOffHP/7T6m18azzdREOPay4A+an/a8vGtcnLK9cf4bMUfnSqDMV9vEq02Va/6/vjr6OkhszmWLs+k10/Kh3fxt6+VZ2D0yn2ycq2nzsOZ+/Zc+Pwm9e4hfnHENUsHk64TZr6+ACx6fxEAWX08xyHl3F+xv3xSN4fei0Pfr++TmzW2nrsGfePpKXlxKa/XzOGKu7sNf/vvj+USBUH9/KxcXkiDPnJyzL9/k7q7lN7dy6dz29HIcr1Ar+f01UJ4Og0/n4f/+ufur5+yr28jNxvxeE5Akhi3rIu+S7tjecJdLoiTkef2kAE6//KceL7kr06Qs2Pn+bEPyjZpIf0y0qt62xXQ4IF+ByuXbPWaazxghj0mn7bLnK6aN14cCT+9Kfz0NgcJ7+pEOvw6CgUS4cmc1eaH5HpMt0rWqKwL8rqzI+XyTE0njEro1WoKrtMRkl6AQ1qP5aOZfL5S7jaJ56v8/VlyMw3O20wyuL8e+pd9KcT+SLt1IOenbQ4quojrUqGDCP8yLu+MGjQIjXRYD8tTIX06bMhHbZUk0sqi9ZQbNHXcb6DR7znyJUu+ItDvGfxFQDgAlQE5RmR/CAdeycL3If/LYt4BoSr6VNSUj9sLMWcp6s6HnSDGc4qzkkRbObqeplo5tpWmS4q3EPaWoxhMVckuEBqawVXAFEe2bHqdXa9zW76j0T0O14uUGTAKIdFmjjwAYoJzzyZxlt5naX21FAQ2iZwrHMBkwcGzZgrXE9geiYGUNvCMBfR1OOBhaSPm1YZ8AH1gHtaMKT6364UHeYl6tmB9gbOEg+6kSuYynJ+3hSRnUHQItInw7uCebYE2KAHXNzoDvLRMQBpAkLKUiWWsQF6CchA0ogXl8uF2r8/q9hp9uEWUffCVxbbtch14vSYUBSmNuF370IYJn57E/t8xtqQDDiGhaGOoGfyAghPC25UQGg/7oPAgb4GtwGUcNQiUHaYuy5bXdYB7zV6XnsZtgNpYhABVjqN7NGEISP/2eFvQr6UQKK12dwvbiwR9sQiVjHMQ8BNZcEMBAM0QX8eQvXA7X8JZgpMGoE8nScC6wB8AkQGLwYAFKJzPkbkskc3gwOhvT7cDoP2yCWAN30YVJ0Qi6gFaAUPhV9Ui32mDRhwMB1GQqCyzK/NGWJ+j9ryu78AVgXfxs3shcScW2kmre4Xkfj6x1294mwVnr4JDzcyFjSAvGmmkmHBCYo5HUe256ogvFcMycTwV9SbC9moeA5ncLmP1LFKIW7IhPUQuqnWRZ0Dax1yQAyAyKpLVGO0Jy8aAaIT8AdkCyvNNPoPVAI/lQb7HPN9X8tjpWgFtBCp+OaSGI7FUIxKqKxaxJuPOVBJSFBKPOeE8aML5a7qC7OX3W8WvjsqL6j3eA7dnF/G88uKvOP++mnWWW9Dq1JeVgqmUM5dztl6T6DTAb5r7LcvFxvflp+Bvv/hfP3pfP/o+vxd//hj88kF9ug7/zZfWf/rr/O9+r4Nq/k//fvDf/vMK5ldjtJbTl9MHULjbjXJ3prx/SP/tb21A8D/9efC//4+P/9v/cPd3f+wA2a9P5feP6mqMgbwdtW3dur5R2mpVtqYDw+mh9/iEmszx4418fZ88v0p+/jL4X/7XX/7v/+tf//Bl8Pohe3MWur/U3nz2cBd89yb+65fcauY4XSOnK+9q4lpN3OeHzONVCIgMAh/0MshSkOfLkedkQcDHj8+Jtw+R44X3w7PycCUeT72zrqOU+fHsmFguXI3GXrWmH4+xw5U4m1DzmW9zyl1fBQ7X1NWl/+SYrVct8yn5cBtfTfCHc3E9BAWN3qy5oz55MuCuF8GjAf2wUW43Ie09R4/J17cKJK1F3zHv2acd6+HYvew5xg3TZu796Tn66zsANLcY7p8e2i9OsItj+nLNH4+ZWZdcDJnJgBoPqMmYWq+FzUngFAzHnB71vacr9u197M+/Nn//uQJW5vpU3KxYOJPA6JuNH3gNuRDUdCm1m1Z+hEv5cJP48KY46mGjnu8Pn5pXp6FG0fr2IfPlfe3pJnF5FLw/j356Ln5+Xbw+CU+72PkqvOjzjbwrFd6L+7dyMUOn7AWhMajj5ZR13KKWA6GYgHpsSEf2UZsuyPwAyC4l7N0yDhq8mXHHpX0e0/lcOsqno4nvSUwn0FuxkCUdB7kEomMPUoXA6iLBl90OPuyzpZwrq1qbBayZw7X+awVJyBZVMqcCNlDimQhSSGIllUiH3Em/MxP2aDev/K6I6FRDaErBQZOymB5zbaG2FxA0ug8fBdIiM0BnC4hcGtsnvFvZBAnEhOaUTYMMxIu5YKOSAJsfkNx+0amxjATqGYDRIFE52gziGrAFOpHwAaDN2uMDrB0Q5nT86HK+8Li3CPyA56yhoEeNk+kUC/iGb2FT8FvYCKwPrMxnhHolnFJpkdM4iHt2SHRPIyxmAkBTjIvhUUGmJJkWJYoXCJZHgdSijMHUaN6y2veciAFBjBTldLr2oAETuIEkjDCFoEkrz9mBjCRxAIikSAPsHcoDJWFo7WlJhrYA0FHvHshtn1dvt7zwuHZhOY4egAQO+X1AeYvxe49zH+bjijYaF5AdCXphC1B++C3m3fdL3qDfFw7iELKE0JTZ69l12F+4kVdezzaO7bOg3CVtv6AEIxG3IBh53hCNulUVlSRzMGjPZEiIbJZKpfB4HNZxwcJAwAZTiHDYCQszKQrWyWfZalXqdWLDoeqXbPCTRi0IvwIhjyDfSYKlkONcFh3pfckSL0lUJ7Lf59KWVtXTKCPtmq+ScdZzaCXtVWWTGjCDk1NDNnAtwYAXSg4XGq5pLIQqAXAe9kzcm427M3FHOmJNBE1gATNhK9BZu6Mbc6XjyLfIqLCOFyivjfH1g5zXuoBA9iZAkidxKDPHGUl8G1JRry2vpsFuzVtJGMopcz7viafATNiiih3QDKSGdVh2Dw4fDhkOXJYtcK5Y9oAi9Tipp1kzw1lo3kzzRt5vVJL2covoTQVdt2UdDzyNiq2YNdTLjlLOmFVfVIsvnx+YD+/Yj++J+1vH+an5cuO62mCnK7xdMYEovjv3g1zdrNHnW+nj6wjA5W9+qb27Tz1eql/eVf/6l/m//PuT//IfN//tX89BJn94SoCSBUrO+q5xx96tGeuF3VHbfrok3z9p/5QDGvz2Amw+8+VzbDy29seOkzPh6ja6XIunZ8pf/rz47//L8+lhEKT92aH8/in184fcuyftrxb+8HMWhDAU7GpDHC/c074d4mxNg4AFUoOGvTuXL08YEKeHUx+wEpY834RhHcD37Zk06zjLyZeJsA4U8ckRXiptJRI/1uv2Xhsv5W2lgmnQ81xeBLodx+kJkDpULhoqJfPhgh913KdLZlAzHw2xzYTrZG39onfZ5qtJaz1n71aQ4xkH9IQ8cX5EzbqWYUPfKm6tho7jsWfWMQOgf3kb+9Pn9Ns74fzE9fZRePvoB2n/4SF2eyKD/j1dSu26azIiN5vg7a3ycA8ReXgIPD0EP7xOfHqdBDr/+jEPtgCyzsNlcD1Bj2Y4JD9wCbM+MmzZwECAjzmcEjdngdePCbBEN5ehP/+h9fF1BhD/+i7+20/V59vY+SFIeOntvQrpBGZAhkNyhfLXspZFn573qIJ6kI3uDhvoyUyqZszrEafdAMnbzpaB3z93z1fBIKtLBLdqWTAKFAjwdh6JSdsMqmNxncT9KAkvBO6HkLybSdhLOU8h44yGt9TodiT4Yy5tWC2l46Nwv0N16kSvSvcrbDdP1xK+dNAeE4wQcdkcFIyq8vXpPr8jIlrVoCsZ9sZD7qjfDXROxbR+g1gANJE2uiDA2Aj3HunZp7wHEKRnF0e2UddLr/NFIc0AoMHRN6oRkI2gBwedIgAaRLQS0gKcOyz/2oGgvc4/EaOBYjADU1CRIb8XWnjA7yFpI0EbScZEfW1RLG/lBackuuArMKqAAJFzwK+A5mqUKReCEAA+oLYmVLEDngL624GtOG4jaScnEnKQDYZ4CNnPAKa9qB1IjfocBuO22bJns+vt9n2fz4K4D1CfAZjLsTYQ4NoM4xAFJyASB+1P6AGUomCXRAfHWgDWPnQf1gSaY74DlrZjqMFufelx71hMOvAQcQWH4wU0281bHOXKpYLREA1KGQKWQwlBpGNePe414T4jTpihwDRjhw1StEUbE6YliQOCMsC+/EF3LIpH40Q45JElh6J4gD6qisViHpo+oOm9YNAJOI7HfQBimMLyb+vIsk0QzKJogY+JBB6LofBtPs9Vq/5KRc5mmVDIBfiDn8N8LsfC+gjyg92kExljWIKU+TIgbjcq2HQo9VpMvYhpA0iAuTFPkDeEoPIEnOCuZEEbX8xQDpZ2ijxkLzfYDoE2R/wIABe2A9I4FrCAps7EkPzXzm6IpKI9h5GIuFXl3wIkcyhgj0YQQHMmRUDyyOcZCCghlL9c5NstuVWjSilrJrQTlbe1gbaKNRJxxGOacA5HrJC3CGIbjlcUTTDPcXqG2SeofZzcw4j9QMgdVtBoAlPTeKZIVNvccBFYbWJgganzY3bUcdUKhlbF1iiZGsW9cdd4d4Udrw3H64PNsXE104O8HXetnap50HB2KtblyHt2SB7O3GeHvocr/vac++1z8Q+fih+fsqAfL4/km410dcIDGa9PBQDKT2/TJ0ssn/wuEdH1GgaAZq9umg0cN2fspzfK20fp4sQDqHq8o5Yrx2BkXizR1ZqoVAyp1E6lbG1UXVdnyrSHTzqo9ibMd9mv7+EMaS8jvmbuLing+9UpebzQ3mY3HyCA41L65ahjgcwBZYOiwvJh2zxoWgDc054TijftuTol87Tt7lSNd5egT92zmbvdtmfS+9HwjvaEWNpSylu6bVdC/eHqMvjH35q1miUU0PVanvmAhJIU4zvdkr1XckXo79KB/U4ejQvbgKdkaLees4KShcOfDWy9xh5EMa1bT51XRyRg+nTh/vw6/IePsde3zOMN/evn6LunwJ32d7GRu1PpaErfXUQHHe9ixpyf+x+fom/fav+arL2D+Fn47UvuzX343UPs9V3o4ogFQ/DLh9z1hjv9+ga4bykQ5iFWY682syZuzoU3DxHIZ5/eJn79nPv5ferxGvJB8OlG++sz2A5sED7eXYhwybQX0Y2okzn/fJ24Og62y7ZazrgYELn49qyHgdD+8y/dn96UwCH16y6J0jWL1l7NNe8TYO7O5/51n2kVwR4eJKMHmaQpqRqikd145CCXsoFSzmfA7u22Gq5+Fx0PidVSGA2JegXRrFsF75WpYZnt5Khi3J0KWkEHxf1gbLeCAVMsrHVQBniD4reqYSQeQfIpuphhc0kKfGsxxbXKoXJKiEBr/DrGgEb1gGmgsxYeLWD9RtnfbcdB1QJzgzKaiAqRAAm2PRlncmkxpbKA12+MhlCjlNa2GRsshBVAWgKgAYi85OBkByvZGdHG8FbANAkaljJHFCoaY6IRShY9oFghghIGaSCT5IMyQuF6ADSn9VlrN/r+/4AW/TSgWRBJmkEJ0o24LSwHgHYZjLsWq95qOzBbd1xuvQeFxPA1GchuUXYKkkOUENnvAeUFSYITbJAtKMYEH2Fe8ruAnrAaLNQwyjsAqXbHS9S743LoABm1ih8OkMZtHAXooZQgy5JOgUEk7iudUTOK6DGPicS1HnAfYcJwE0wJ0gQHy3J2TtTGmbCCDXYtyM5QxBuKooAYQbLLARcvWoJhjxxwuL1bblC7vIXhjDAVZRusqcRQIJHkt1OM0Yfv0awJVlZiGPxQlB2RqC+eIGEF2FRMJQolOZsXYAVYGScPGNoItiaf5RsVCZSpGrX3O9J8ojSqdDmHx8O2eMgVCyJgm7Th7byDhpRGOXHcgaJWn89GEE74SBFa+vGLCBgFP28Lijb4SVJB0187QL4NZYkGkVDAGZYdIORl0QqhPV0i28AiQC7JZOhMjs3mOQgoZK0RabeVbAZPqY5q3lNJORRxNxC2BGMIHCzgG/KTIJvhtAiSleEgrxv/v6BZAwTFGcSAPRT1qGkyW6LLTa41EEfL0PI0rnu8Fu6vxeUYaVW10RTQvIEpl6f48x27mOyv54bHW/L+igWkXhxKIAzHbW8xtdUo7gNeh20joPz8CLu/5I7myJv7IChioOS4awY9C8sPZ65i+jsg42rihpVLme8zcV1W1RVSuqcbbdwFrAbu/vzYvZ6bjpamqwv3zz9HZnNrofidmtSFI7pq1Xhzpfz0ofrXv5uDfG4UjLO+B5Sj1oNxKT3dSe+f/cDom3MK8sT9pQB77zfM9eJ2p3bQre+3q7vl7A+wR5hO+1Y4ChDykF2uTgQ4ilpm//VV7PJYvNoIg5756SlydRWKKq98bl0sfFAtelPqQTTynSjonp8S//ovp90uQhC6atl6vPK3yk5F/K4Q1R6O95l1flxXT7mCzI+KsBXmf1ADL8rpvWZ5t1F62aq+GrT3M6oOzsbtObOaONZj29Mt9/FZutqgtxf4p7eh6zN8PXPcbdirI/pkAcYitZrT6xW9ORPuH0LvPyjvPsj3T8TFJfL7r1lIOdcb5uqUPl35Pr+N//2fam8fQnAy11OkVdmB86yJ8Wfl4ljLoLDO+Qn+5YP604c4XKbfv2T/+nfNpxvxZKnd4P3tpzQsgRz5+g6sSeiXj6mn6zCo6Z/f5T88pUBfT3vuoxn5dA3Z0f21X0V7+/Y//7vFP/ypd3cefPeQgHwM8e2BprfXyafz2MVh4HDKNSrOVt1drTjSqQM4jbm0KZ8xp9S9atlydup/vE9cnAUnE6jre9HIj5W8vZ6HfOkbVuh+iaxnfIWYEyxnImKh8B8k+SAcAh99IHN7oHfiESdEvx3pNkPamwCSeK0g9ptKKcWJpFGRtT9VkRkrTxhZTM8TBoE2SawpoxI3F+3JKB0KINEwzjMOr+sAAAryNpfmK8VAKS+rUULrHyA1CoT8brD5AFbAKywPBzyaCsb2CdaI8yZasDCilZVsAGtANoSaYBNJTo3TfslLYiaQnwyh3V771pftQV5C0Ni+yGj/wqXd8fvaxcEKPl7COcFHUC4PanG49A6nkWYwALTRtGe1GSzWfYPplc2x68MtNGeTAp5A2BsIeaQAAtIV5mHqD3lgSnMWH76PkXo5gMSTNKATlvOiHVIIwBRUv9O15fXtsNxOqynNJulCVgzJeCzMByXS6zK6bLvf3u8DqhmUNQSB2lja5Q/gvOSmWDsAGsX1PsJA0GaKtSpxAsrwNT+ZOKBYCIEQA04vvougW8BTkjXanT/APKBW8Dtg1wRjkPxOQDlgGn4CdHa4XwC4I3EsppLwW0gtgYgnFEF52R4Me2GDcFzhmE9N0tEEAUeBk/qogk2GudWiqA0iTmODfng0BDj6chkKkAoXNyC5vnogK1xi1GPAMLvHa4O05/ZYfagLw5wAa7fbAJcJfA+EX3ZpHfcK/rWHB4PrBZceNvLtjRkso73AiCL1ECxvCkLlifuSaSad1SKZpYHOk1mh2Y75/XZQEr2mMGxw8SAclCeaJOMJCrIL/BBY7A8iUZWElMkIYLwsrKghm5et38JH7sKSUBRJZLFchSw3mdaQ78/8ulFrd9jZm/dNQFjtVfd38ofn8Ke3keOl82Tl+vl9/N/9befzm/RmKR6OtX++mXQ8OfWHZETXKO00y9v5pK7f2gOaf/kY+fWnyJdPoftr32SwPei8uLtC//Fv89dnJCBpNrBcnhCAgLcPARDdk54JaAVU1f576X3k6Y56/5r7+JbfnNim0/1uf6vT3R4M9d2uvg9UPZN+/0OznN0vJLaHdcd66NNuu41cgPjPb6N//JL8w0/qT++jUPLLEwoyTb/5/7D1nr2ta1u6pvZKzrZyjqQoSlTO0bacc5blLMvKOedoOa8c9tp716m6XYWqvhVuA4UGur/0h270X+tB+5zThYsDvCCmKHJycpJ8xjuoSYoGZARAry8O721MnRywtlbIdkIsaZRs4K/X5sd31xjnhzL/puBwgx8+V6ai2pMjfgAYd4GvrfI1ylcyEcnow31cQ1B8B4K9fZ7PJ56bG9PpKNubgs1V3oydHMSmRiguwzi4Zqt6SM6nOHSjx9vEygzLZXozbXu1Mje0szZ24qOHA0L/3lQ4IC5mNOU8RBRVMoaCd64WNBCcEmEZ9LZvZwqOQjyAQhQJnMjWV6j+Q9FVSOk/5mxuDUXi/EabyBeQjdW34MQB9OC4YfocllSpiAKAC9EO0giIuDCFPg9fSCp5PRxK2GghoSpltbWcPp8ioNvhoDTK5sil5GEw98ePfSjsbowlwijUk09qcwkdGPN60Q4hMHqJVfPWr+93uvXpZtkJX0FSAl67BWa8OdsqeyBY1vLOYsoSDSgrKfuH661ubf7cj5z40VBQm0o5gkHdsV+RTjorpfmrS129Og/pyPkZdhlQhsPaYJA49qMHO9KNRS6cYMcbyjkLzax6R0gpIJtxTKd553QzFxYks7OCGRdnYVa4soiClhfk+zuGvS3DzobuYMu8MI1CYqvHqU6zyKLle52KxRmlWcsxaZgrC8TBjiVwOuvbta4saeZmFd4ZlcepeHlDDRTWV81OO4JIxzQECwpwkRNKxuy0EgrTboXHhUnFIyCtmi2VDsvwMbmWqjFx1UYOqpqSq+gOD7Zz4JEr4AoUmowi8v6DnAEGzaAVKzEm1ONxoRaTwG4Vg9lXK6gS0bBOyzMYJVqDRKUVYyoBIudIEZZYShdJ6DwBFRjN5pDeGcThUvlCmlAMWGRp9ELAotWFAsUIPVdr5BttUpNVarBKzDaZ1SWHsg4MoFu+sGq0OhHnDA5lWBLICO0EgsuVU26PcH2NcDuleg0P4pNeLQU6q3ExKmGCgM7gLgHTmIylQMDpc2UoS4LSRTKqUDolQialGA3BGXIVS4xOSLEpVEnHCCZGMCBuSbFJMTouVzFI4XQEPC9GhWWk6KREPvk/zREh4yLpmFA2RiJeRRL/f5q6Z9SOadzmVJjsMrMN9lru9KjImXbMbBLrdTyjkWe3i5xOsKgCsKhmk8hoEAJwVTiXvCEj54AwjCdD+BJEIJLyBGIOj8/icOnQq0yIRhKGHONotCKzBYE6QVaz3GSQketijL8KDqsCo5FTJQNT0f+MVzUbAgxEEZWOA7EZAhUEFacD9bglMy7RrIN8JyJEF1zPhZgKu0P2PE6XyWlC2QSkIGSnKRkQ45Ua1ks9EMDARCsImlJDUxvoWhPdYGOaHEyzk0FJhUWxS17kgpcMiSHjbpWMnYoZrl5wzWC+nm/a2i4OFdtL/J1lCUzXF6ambRSXhQJ2eG1hCOxh8IzTrGrurm2Dnr7dwIs5UTzCiIXplSICMyF/BzSkY4pKXnvb89xfz3Tq1nJO9zxTXswQlbw6HZfm07JKUZ5OCALnU6dnE4EAMxwVXgT4R0ecUBCrFZ37G5y12fG9FfqFT3ThE8QukGJSnYljIAgP0GCAdSkD9JeDYV+dfwfmEUIOBINoUBo44Z352QCmftNdydriQXJoR7syU4zbUkF9PmEqpM2phPr0VLy6Sp/zUhe8nI0V2ZFPfXWp97hfHxxwllcmDv3Ck1PZ/gE/FtXv70r2t2Vg+nwbcgNOOdtXT9vGDzaR/Q3Z8Y58e5m7sUD3bbHB0sKmAyecq3PuXX+6UTWVC9pO0/b5w8q3z6uDnr2QVYCDLuc0INiRbFSRi+HkIMUN2s4Wc3OTurvPODxmBa8EjbauXMP29t/EwmI4NLAvsEfQ+UteitdNcVkp0MNgw+GrUladTShiVxIw6RC9ymmimFTCtFkk/0Gc/JfxthOOAiwGG/1wv/D90zocmsilCA4HtAGOCxAf6A8CxJ/62KFzMYRVcNnguGEmfAsGHAQF8g/GcpYXdgO1K2nLfYf8z+lwQBENqZMJQzZrD4U056d4Me/pddZyWXuz4a2UXbmsJR7TXgYV5xfycEiTTdkhPTrZQ+esY17L+OmeMnikW5/juswjqyuCAx9xcWY69mv3dxT720rfLrG3ozz2G0Bb6/iC93msq0c46+QtzcjIEa9u2fG+KxFaPfd7fDumwz3L3rb+cN+8tow7HXyziWklf38nf9k3G4VyZMQ7i067EUw+LJO8U2AjODauUU9pCJocHTIZOA674GWOxyUzmdh6C1OhHSeMVKdXNrOA2VwSu1s6t6gCl6Q38kxGYAT5OvZpFw6ymEQba4b5Obj+BR63aNGL2c1cQjllMHAhkQc/ZXFiJhtmssqNFpnBLDWYESC1RMYGNy0Q0YVihljKgjmInK3S8NQGvhZcqokL5h2AC0yEqUxBIg+ueaWWo1CTaNMY+YBmywugPRh8BBao9Cy1gafWM01mhndWajGRr+yxW1Dw+IiYoSMkQGRSCEOBMkkhbBwF0nFRjCOVMwDQAskkXzImkI4DpsXoFAAasAtbh00jOLQBmAvfjry0BzgO38JiAGKgEoBYIqfCHJjCii/zoR74CnD/N2W0IXqLVGOEUCQAQQE+kjMNYrWGT6hYkBwY9HyDSQiuHKAJH4GGCMaUIGQ8A0G0AwnELL6IzROwOTwmk02jsyZpzDEqY5jLnxBKaZAZaPRi6HaQzoBodVKg9gvf5Rjrr4KkAfT8wwMLAhJOsMgbXBo29PlziGITWj6EZ4tFSA7tMHKsBr7aIJRr+SjOhcgKUIY9EiM06ENEwYIyqiQx/RzMyMCpgAiHU1F8EiKoXDmBEeMK9YRCPabQjFKKSVnyihc+oyeCnGJSWs0p8gkkfiluFEypKyX4o2rWk7wyXR6pTvcU28scoPOskwKGFNCwvTZyecou5xXXXcP7B+vtQNdpoc26tN1Eum1Ft63sNIl6WZNNyGNXolRUVitqe01rp26uFfWfHpdeOFLMKsBrJ6OCYk5WLshiUUYixSmW5PWGJp/HQ1fi8KU0GVUmroizfcGlT5wOKvNRogHIKOjjQWE8JAbGFdLqclYPgM7ECEjtgXG5hAYMO4AbYgCgqlU1DzquQccDxhBsYKPo6jfminFT7ByPXCgCJ5KrS+TwkLe8TJ2dnVia5xzsYqGgIZO2zs+/OzsTAChDYTyRUocjymZjFhi9NEePXdkdxqH9DYlWQUlELBsrnKuA+tQnPdkXXp2iYPBrRWM+pYyGRKFL/nXXUSkCibCXP96+uXGVSsRVgBO64EWD4tCF4OKYHfCzLo+4h7vU1cW3fh9nZ4e2s0fd2Z869FMzOaxQVhyfTBzuT5wfscCV76wPry+9hqlvZwJyIOjMTByFPYWABxEL7Hmranx/580n5NWMqlnQguoFTadqfLz2fP+wXMmqngbTcDjg6IDg6EBPworxkPTylHt6yICtnPmZxwc0mEIGAIlOLonDVqAnQakoCgkWHD4IgS8WHjz72T4nfEr+69jBDp3855GoKhwhjk8kvgN+Jm3qdZcqZXfoSplMakEQDldWx5eWR0+OJbm0JRkmx8Uve8b2lrm13GyvthQ5V++uc0+OFLGotZCbScXsVxe6ixPN2RHhP1CcHWuPfKrtTXRlSbi8wAetLYo3l5HFWYnbxt5YVgZOnGd+29G+6WBXu7os3drAvDNcg2FcrR4xGmhAavKhQbfEamFZLHSxiMJiUQx66syMUE2MsdkUFHktkVC0mgn4VqMeN5tpszMSp4trcbCkCgqmfru8qTy5cG3s6DxeycysVKul6fWMlyc+wJ+CVV9aIN/Nv7pC/q/V8z9asb3TQreDYzYxTGamewaFBNk1q3R7VR6vyg2FWaVrBgcQ4wQPw3lARhAUFAQP13Btbsxok4BtV+jpmI4h19JlxJREOcFHRjmSIZhKlVSZiibBpzAty+CQ6h0i6wxqmUY0Vj5uYGmsXINTbLQLCPW4xcyC8KNUTJH/GEDe0mG9mH2VgvWi55desmE+hrJRnC3GGAJ0kiMZZYmGQWzxCJSF8gmQCLiMTQrl4zzZCFv8jiV6x0egSRM86SRXOsYRj8PCbNEYrMWVTPBk4zCfXEA2BRUKECoIKv+bQgkuouJIcZZEwQRBAT5iKi50jhxnk79SKhi4ko0THICmTEGXolSIIjzROJs/wuSSYvFG2fxxtpDOEtCYPDqdQ6WyJicZ4xOMkXH6Ozp7mCUcB2hCnSqtkNCJIJtRakTk8EcQyoGg+FfJMCZEKdgKWVCSeEUIFqpmgwRkfkAF7CpUXCUBHfs8uFPJwtVCmYovlbOlz6vDLghkDI5o6mV3QGIFTYRRRWTaQUa7Z0F7xkSyUaF0SCB5xxe/5YtfU4LHE2cHw6f7Q5GLqXyCn4sJAv6JrWVK+Ex44eNlorrr5kK/sVjLu8PnihXviNtG2Vx57d+bONqfDJ6zynms19YBiG+utbcDzc216rqH3w6Ihzs9zGnVlcmoMBUD/oozCVmloOo2TQCOco74+98OACKQ4DerukZFnU2JANCNqrxYENWqSK+r7l8bGk1tLke+1QgQ0MhbSgltM2vul+2dovmmaRs0zLmYuJLFAdDhgBi8Klj+bFzdqjhuu3Ng93pNZ7cB/l0N8eDxxvswmK0WDMDxdFRVTJOjJq6OJecHwosjkX+ftbjw2u/nXgSwrS2eyzE87R498osLBcvS8ptUGo8l8HzREInLj045tZqtWLTubPIgMa/mvKiEEgtrlhbHCnmb38cLXyLRS1k+qe42HOBVYdPpBJqMyYDR6TRWreorFU0qhYRC/HCYl0hI4xEJAHFvc3R14Zft5bdnB+T9kFgICVwIg1eSYFi6sT1itVHW1t8USqrBwLmxCp0/BfSEtRJhWb1kgK0MOg4Igc9mnGhUtCCIi62a/qZtLafwdknfrZiLCSweEEGeVM1qenVzo6D/8XEFOAsGHBAPgRagn0tiB9ujm6u/rC9T9reHAqeMeJg8fJDiXHes+bQcBIV+2wIzo1f8UlYFzQBMQ4yB1ffWRndXR/Y2x/e2Jq6C0sND1vYubWlleGHh7fm5GDotndYfHQnCYSweV52e8tc3x9Y2Ro+OeJEQdrTPDZ9DC/FMWFNKWyAeX55IyL/E3uWFLpW5pCkZ0ZL/RHOEQgg82BVA/29tcI8O5WdnKt++bHdbtLnKm5umnvi1bjvNqB122aheD2dzFfH71Hu7cnDiszN0s2XUZB5zOOjT0+TQVKeTo1S+8s7xpqc5uJIik1FQOUWrHYI5MNVo35pM4xbrhMEwajSR/+tqMI4YTKNiKQVX/bK5rQgEneTDCEvSlTW5TjdOqEZxxZBWMwn0f3kSwW7jGI0TUA+sCPUY9cNm46jTyXC62e5Zsdsrdc+jINcMaveIrS6h2S4k7+Tq+eDIAD0gpZr8QZLQ8+aW9QBctYWjMrG0Np7BKdTaBCoTB9dzUDVDrmGqjDwQ0Bnm6OxC+IoksktCmNm4gaGz880eidUjUqundFoauHilYkJDMJ5FPpujVpGjv0mRP2Oynu+/k+P5JCgdMApsJVH7jGYoA2T/guYJAUrSGYIES/SWKXz7wmUSzcBl4ShTMMLgD4PgIwjmA6lJQCNUIUoTyekw/Zv661cvHP/rTNKBYswXgTmF+AFzgIBC6RTUDJuj8YeonLdU3js6DzY9yhHRQC+YZvCm6NxJGmeCxhmDb6F5ULNMycY0fFwnxHVihVYkQ9nP4r4UXggrlbPECAO2DoLgQQYMJQNWBExDVwjIXgKCk0ZbgTHUcjK8IUq+EOcJEa4QYYvkTBBfyoSWiDEW1AD1wFrQD9BdEFR44tEX8UV/Fk848iJIz98GDt/FA1P1nGTQULXKaDRAPdh4dbw3tr8+AtTLJVXgT8E6nR8xPA4KXLqXZ7R8RlLKI7WyvNcmui1VuSAp5kS9jur2Wg8fgcv9jrbf0TdrqkIG7bWMT3fuj48zXz/O//y28vn9/KBr++3bJvlKuTj6cON+uHE2qspaWdGsYa0G1usS131Nt0O0mqpWQ9uuG8CyldOadtHyvue9b7lqGbxTIm6aukpGlrgSBM84Jz4mGM9TH5d8uDxH/tgVv0IreX21oANsgTHst2yNsh6MKnhq8j/xUkQijJ5D/n4iBtMdD8sX5l8FwAzmrJeX4Mt4e7vcWExRb1iuQsJqXRcMi2NJJBQTHp3R0jn85JznPxR+/uQPB9XX3eWNtfHPXzaDV6JsjshnsFwKLeeVEIdAgLB8Bi8X1ADlel0PxvnmztnqGCs1db2p63atpLPOa8G3Qtte7jK1a6abvieXJRJJLBJH9nxTbg9lc2usVDLd3c5HrsSAUbDJ1YIG9gjSEZhCT4L/LeVwQOf9wAG66VnbdV29oCzEFd2SqVuypEOygI8dPuXlIopySlVMEl8elpIR+cIM5fiAETjhbK+Pnp+wdzffbq1RQP79kUREUC8TrZq2VlJBbdmkNB0XQ7laVKZiolxK1m0aYE+hJfWSDpqUCkuCJyzYkXQCC11Jd/emVtaG5xdfz8+/OjripFKaWEwJ00rFUq/bS2VjvqQvVozZnCYckvn36WDDq1k9KBnGgPLba0OxK9n26ujFkSB1pYgHUAiooRMpKHAsPjzgb27QT+HjldJ3IDjY5/sPwEpPZtPulUWOxfjOZR9dnGOD1w6HTIGAZn4e3PG4yzM2PTs5N8+emWWZLeMq4tXxiXZugcnjUxgsis0+tr4pmp6hmyxv7Y5x9/Sk0zXpcI25PVSbY0RveKMz/GK1D8O3npmprR3p1jbinWPNetnrG6he+06poCjkFI3qncU4aTNTzQYg8ogcoyiUFKcbNj1BqCgW89D6hmRzR76wKl1YQ+fW5LMriHtOYnVz9Faa2jhlsHJ0Jo5az1ZqyNuU5J1KHXmDwjEn1zsEuIGGm+g6J888IzZNS3QOkXlarrGJ1Fah3imFj7iRLdcxYIpq6WobV2PnKYw0zEDV2DmmaREA2mjkaNX0F6mJSb2ObrVwLSaeUc82GThmI5/8ne2Z1wo5OYAP/B0fpXJl4yAeMiHEqFKCjmiYEhVNrKQKFRMCbJwvH+Oho88a48omOdIpEFsyyRJPMEXjDOEYXTAKH2EmF0wuZPpyhhBjihQsMc4WYvS/KZGC8SIxzgT9uYwx5EoepuIrCAFMofwilOADvnkIbHSULh5mCIdgypZAmydhWwKUKUDZfITFkzF5MjpXSoNmwFd8dFKM0xE1G9PxcAP0rUipl0hR7rP4fymQEsvZQoQpRBkkap+bLVGyJEqOVMX+c8OeOQ5eW46xCDlbhfGkCj5fzuNLuHwpW4SyhHJAOYctZkAB9h1aBf0AzeBIJzjiSTJ68Uc4glGucEwgoYqldCnCgvCAyDmUTJhZzQpv28S3J/tvnz1fHqy9Ol5Ki2675moeWAPXpCgeYRWywlyGd+x/HQ3RoNxtK5/9srrTwmoVSakgCgenwAJXizhcuuCXwSyDiQM6x8P8Xsvw5YP38/vZz++93z4tPN1Ng2u+6TqBznB5v7/3PN66rrsGAHqrruh3wYyrr3uqRl3eqGP9nu62bxu0LKkraSOrfWq5+yVdKsirpKX9Gl7JSvbWX/l2xs787NCFKBJArs4kcD2fHLAgtICzS8fkAGhI4V/cOrh+8IyRS1Hognd8MLW9PHRxyAZ7nohg52cCwEciaYhG9YW8/fZ25en9Qv/GenPvaLT0q5uv9v2jsZQolhak8+jCMiUaxfM562+/np4c8T9+Wg6GOO2+OZmRNOp4pYiUCyh0BXn3Jo4WsspW3dTv26tVda6ANduGD5/mvnxb6g9s+Tzea0PkMIIRBrN/3bQ2ilpoai6tuLnxxOKy80vuVUSSTKqqVXu14g5fKS7PyfecFNI4aZbLeqA5xACwz9CT4G0/PExDIITp462zXdfmE1IgcimuqiTV8XNx6JgPdG7kDLWMLn4p7VZtLz8h1orGTBw/OmD49iYjQU40xIoE2bEwu5hFIT2Cwwexs5BBICrn0zLIdeCUgGmloGjVNJUCDke5VlJDbGiWNMmQMBERVUvaSkV3CR1+yjo+4x6fcOIJRaVqzmYhJdJVaxZQqaxvduz9G3cur/L5JrMpDI5U/FKci2Gwaxcn9M1VytHB+Nn+VDIoKSeUhSiWDcmLcRU0HkJvpWA8O+UHAuKLC9Ha2pjPx04l1IFz2cW5wjsz4XGNbK7z/D708oK4uFBtbXGWVyaXlicWV6hrm5zNbeHSCttiHQF07uxJ933I3AJNb6SATJZXs3NTRyf4jHdyZY0zv0hfWGLs7ks3tgQwBz4uL9OP/ejVpe7wAFmYo017xudn6UuLbJPxrVZDvurr5fUp4JQtpjGXY8rmGLLa38LqsFGb7c3qKjsSs14EjTuH+I6f2DrUrO+rljbR6UWBxU3T2ybMTo7RxtaamISehmtJKXV04LLSSMd0UzLNOKqbBEYTVpbSysEtbJMHJSwCpYmntYsB0AoDS0pMSdUTcj0NoKx1cGFhYDQw3TIrss5IbDaxVs0kh/RaeXod1engLS8p5rwyj1s0My2bnZaD3E7EaubrNOSAMIxgywggEVOiZMAU1XAUBq7SxAdGy9QMKUGTqKggKCAahlxHApdkopzBR+l/YRDJ6xciv9DtGXCcv4j1NwXsg+0iaq5cywdB4bkZbOCyUiMidOTvqwpCiKoEmFqEGySwigBn8LApDjoB4srH+QqqUEl/IemfhXNftg7Eh32B9sNeQJsxPQcY/SyRCOVIEN5fBGUOzAGRgAbJ/7wLz3Tmgp5bxZUquBKMJ8M4coyjxngqXCBWCLhyPlfCAUAL5RwRxhUgfK6UxZMzeX/pn5cu4stIcYUTPNGUQEITI0xEzsMUYlyJqAg5pVtC7lvKL7fG7w+Wj7eGh572tqO+62r/6e/Xfn6d/vTBOugrmw3h4yP++bO63RYMrhXNOtJqSm5vFL2uLJ+j57PsTgu/PJ8KBVinh4zttRHgYy5BulTIf/e336YTArDSgO9MAlwepMlI+JKdScjgSn6+6WFoVjUA6Mc7O/jxQUd5f6u5HRCtBgpuetDTDtrGRlFViMsbWfWgbKqn5LkQf1BVfbgx1gvSM984OOhUFAPQ5BIaYPTRHgNsFwA6eMYDHIO/A3hFgrxT/9SJj3p1zoXloQEnh+O7a28vj9jApvClBFLyRIJ4vmcqvQri7Y7r/sndHWi71/p2T7/rG/Idj11E6ZdxerVFXFyxQiGk15tPJtV39wuxhKg3MERT3JsnU7uNNmqSepVML4BcqZgEAN1pWjodS7GIA8GLFbx/axvcO4pVVTDEq1f0xQxRzml6TftN217NEeQdoZjk+/e1fFEZhtXLul7P+3C/2W4tXl0qQgEx9Bv0XiGDQW5xP3Dd9OwQ8DoN49218+7aDla3USGaVTUgNXzO3F8ZCvt4kWPh2Q4j6OOW4+p61pANK7JRPBFEOjXHp4dVmBbT2mJWl4rLy3kMEqBWnaiWUEhrbvqGQc/YqCqAzlB+uLXVKxgkT50mAeyGOJRNSoDmmYRk0LXcdiwQEpJRYa2seXycLZY02YKqXDOWK4ZW296/9tTq1kxWXa6YCkVtIolmwH039fGkdHPzTbOmh8wjGuCWM4rrjhkiwcXpRDLMKcalvaL2tmbqFjStrGpQMTz23O9vZh5vZuJxWSarAh34qJC+QLoThzDjFy0uTGxusEJX6lTSnEoag1fKzS1G4BI9O5ceA8GDeDCsOb8kAM0A32ZnJRzTzy9Nzi1OXARVkbjh8Fi2eyDc3uOfBfADv8R3JE2kLaGoDmYeHyPbW5xiztlpLgYvlNvkPRbk5BBbW2G7HMNu58j8HGNjXbiyzPfOMlZXBMdHqpNzfHWD6T9Bjk7RlRUa5GeV+vzJBbF7JN89xvdOtbsnms0DfHFD4lng2GeYzlmBzcM32Tk6M0NtIqUyMQgLHdWOKYxTKgtdaaahRqpUNyHVTiF6GnAZ04NrZkHB5JFpbALcxFQYGWCfwTKD0dY62Bo7yzwjdC4irgW5lXzzBt1iEjy/yJezuqq4uHD6/abNTWJ7S7e7Y97ZNm2sGRbmFW6X0GwTWF1yg1OhsUqVRqFCzweKAaBfBFyD7YKgASozHxqgd8okBE9C8MUqnkjJFeIcgYLNx1ggRCsCyTRCkFQtAMFisDCq+dsC8MEU05HGFgSFl5nglwHQKr1MqZOiKpEM5wGglUYpsFuoZAKUuYoJEF85KSRoYg1DpGL8F+gDUtnPYiI6LqJjy7QsqZYh0dDFBClYRoiwxTK+WMYFPd+gIO9RkJJzSDpjbLGCA7sGO/jSfqkGylzg7/OKbOT5x1UlJhRjIi4q4El5fBkPYC3B+QJMyEV4PDkbGP3SJy+1veg5ALAhHoB5R+ViOSbFMFQBGVmrIu03sUEba5ZF+SQjk6BVC8LrNg429v5W9/mz9cNH3d09/vW77tuvmnaX+/2HtdmUFIucTgepVgXh8Fg6xXm4t15e0I98U/MzFIeFsrMxnk0CaPDdzfHdrXeJmLCYx0JB9unxZOSKn4iKL89ZF6cMKBdzeD6DJeOiTsvw8f3MoG/qdVSP94aHe1O3Q3TaYKXNQB/wjP26rVsxd8qGagZvFPAfH91/+nW221AAj5o1IIipWtIXskQyhoaDIhLBAX7wnJVNIgAOSNKD5/Sjg5GrC0Y5r6hViF7HWKuoIGEHm3/ddRRz6u2tUXB5yTSxtjFqsVKWViiROLvalF+Gp65vTYUqFkvzdnyU1W1K/1b/9cdSv+e+7s8+Pa6A1f3x61LvWvvxq/tf/8d+syNrtkStFsQwvFRA00lxNos2m/paQ3t9a3v/afb+vafRMeRKSlCpqnt6XGw3rGA5e23L3cA16Nkfbme+fl37/Y89IFq9Za017Pm8uVrx3Fxv3fRXf/229fXzwsOdq9s29jqm24G934HV1RADwIxXirpwUBA4Y4eDvMsLBuQWy55ffGs0/wZja3HEv0lLXqEg/y69VbEdHTDzac3DzUI8LIcc4uF+6f3TUqWkvO4ZbweWdlMDur+1PUDg7Oihu/74bfWf/8n3/tE16Fu+fJp9enDns1JAObhpQPnPb8v/8HPzoW/vNk1PD56vX5daXUOzo7+9d93cue/uZ+/u5xpNa6drf3iahTnFshLU6ZkrNXUwyIYzAYxzvUDctM13A0shK86l+Z8eHP2q9kPX/unacVvX90rKu7bh873n+8e5+4E9m5b1+9bH9zOpDJovKqAqcrhLwxGNqlIpXbc7B2nQ/f1Kf+AtlKElzkrdkoeTpGquNzy11myx6I6njHf3G+3+fCZrTGYNjZa7WLPFEqpkTheJ4YWKPZ7QhGKqZmsmV7KenIqDV/jq0mS9Mv14sxqPKq8ukWbdVas4Dw/4896h5aXxg31+4AI7PpLt7nAuzuWVsqtccfgOeUfHQlh9e4eVzpiazYXNHf7KNn9tT7zpw7b9+MaBfGlLPLPMcXqZYKXdcwL7NMfsZBlsTJ2VobexDHY2MNro5jnmpeCCwT4jWnDTk6RNtnIxHQ0sttUjmF5E3fNS2wzPOs0GuZYE00tC2wzL4mG5F4TeVdncCmoyM+XoW5uZOT8v9s5wfIfaQm4lHp87PbKdnrgCp9Nnp57jQxvAemURnfXKFle100ta5wxucEjJASE6tkJDRzU0jYmrMrEIAxOsvdbCMjj59hmJY05BklQnlmtIFiMESWGpkgc4UxkR3IQoDTK5XoxpxTKNAL5F1HyFnuQ+qb9w/0UygkW6dT0fAgMYdpiDalkIwUBwGq7hqgxihVYgU3IlCjZU8uKgwS/zFZMcbJyrGH8GNJUEtIL2l1slf3XuJKyhnSSj1WwguAif4mETfDDd6CSAUvxnMYTo/y+xnA08lWCkDZcqBTIV7J0IJCN4UC15C0XKFjyPupEjbLmcD4DmkYDmClDSXMMqgGkoPwMaghZHiPOA2s/1CFC1EHoJbLhUwScXRoVSRCSRSUGUQoELymYZieR4NDYSS43niuxqQ3L/ZOwPtM02Xm+h9ZasUhdmCvRocgym/Ru8WBFFYoxsTnoRoIP9OT9nRiLCtbXXq6uvTk+Z5+ds/yF9Z3tszkvZ2hw5OWZdnPMO9qc21oeAg4c+2skJY339VSDAhhy/VCKKRTVkxLWaoVLRHPjeJVP8ckXRaOjabWs2o744E19eIO3mTKNiz6fVkAs3apq7W/N1X1OqyJ4+zuQKeLNpfHycrjc0zZbm6zfv92/eYkEKqhTBySLNGtZpKgcdNfhxWLHT1Q5uTL2+sVJV9a8t338sgwZ39t2Dd+eXdMBKJo8UK9jdk6XSQLNFYTTJzJXEf/zDyv/+fwa+/+YtV5FGU/3j63q36ey1XL9+2/j+Za5eQWErv/46/fTZmCrSu7eqP/3Tyv1Ha7khb3TV9Q7xL/9+VGmqciXs8cvczZM3msZ8J5ztA9qvvx802rZMQQ5fgWDrgxtPvWG7f1zd2WWurIwVCpabwWqjPlsquosFezaLt9rap/fum1tzuwM7O/+nP+3c389urI8UcsZKyR4MoLEIns/pLgOitZXRGcebWefIxhJte4O5vjS2sz3pP2RtbI4ur7wNhWXZLBxiVzqnLtfM8RQYfBws7dklq1Ahvv+2cRpgHp/Ty3Xt3dMMePmnT/Otru0cYFrR3r+fbXasQNgPj47//I+jXz/P/v3PVfDykKz89386u+lZf/+58vje9vDe9PjR8vjB+f3X1U+f18oV3cN7R6kma7SJ95+mQdD+f/xH37/9r+cPgzmIGb2ms1HRZmL8h4EBcrivsOJ7by2HFZPih77+85Ot34LjqPz+1QO24Lef87//sXJ7ZxncWasNPJ7ilWv4b39sN1sWiAePT/OpNFZr6B+epmNJYSYvvQwx4ilRqUaAta82rDc3i4PbxRywOI6kM8rewPXh08Lt43R/4Bjcu6t1XbVhLBTV3Wvnx0+rsaR8Z3c8mVQ1G/PNBpxdWqgK6oQtJhLig4MxOF3rVTWEN/AikNxAmggZTCGHxmLiUlmbTCnCEaTZdLa7M/4jkcFMIXQUnfWV1T3hnmNMLzBcXqrZPaq3v1vakNjcdO8yf3ZRgKneyIl3egtTig0p1GMi5NXimtpsF8qVUzaXDMFH5KoRkYzi8QrcXq7NCUkAy+4eNjte7fiEq1ss3znq9g6jSgrMXFxlLy5z9g4Qk4litb7e3RYtLzP3dsQnx8q5GcbhgSZ2tXC4Z5mflqyvyGfdbN++ulHZcdoYPr/R4eHZ7FAzn1CPS9E3Gu2k0cqMxZeiycXDI4Pdw7Dap+ZWBPNLfL2VpjUJ9XalnBACdIx2lUInUeolq3temGqscoMd19pQKIMdxnVitUmqs0l0NrFlGmGKKBBmnAsylphimQbDztY7RCoTh48OS1XjZo/I5BbK1COIapgrobAEFCk2SQ401vFQNRtozkMmJCqa/NkUi1Q0oZIKBYVJCGhmCcfZognw2oiSz5fSBTIWppYodQiqFovlXK6UBgswhCNM4RBLNKwzi1j8NzzxkFQxzhG9RlVTOrNQIB2VYjS5WqDSShClEFjME3MQXKYxElAVgPXP9hnjK1RiXCVWKEV8KZMrpoNgczKMA5sGAX/BiZP3pv+rMA4fYwoULLmWD5FDpGApdDKZUsYS8LhiMSVT5FSaonpHWqhyIqnRcHKkWOP275SdAV6sihMZVjLLLlRE5YY4U2SFE+Oh+NhFaBiusU7fkEhJIlFJPCH3HdLgVL684kK62uoY600DQDMWlx2fsA79zMCl6OJCtLM7ubj0emn5zebWyM7u6HmAFUuIShU1XEL5AhGLo5GoLJ5A6k1dramJJSSnZ5zzc2EggETCRLHgODmWQtnvZ8PqZxdM2PqXHzOfvs5Um9pwXFCuErcPdrhKSzWkd61pdrBaFWk2sH6XuL81fHgyf/3s+PnV/et3T6kirTaxp4+un38sf/2x8OX7/OMHd6mquHu0dQfazrXm66+z/8s/b8H04YPt1z/mv/2cfvpkrbWwYlV6+6D/8t319YsbAsCnp7mX4RMfH70P15ZSRlzMCDptZfdGGS8wqj3s9pO52ETTZVG5rcjVZHefnIU6Xuvqrx88qYLSd8L2n/HOr2TRlBJg3RpYPnyfu36013uGSt0UTxL5gm1rm7WzzU4lDbmsJRpRR8LqUEiRy6vAcnavzWBOqw3104fZz19WqzVLOIwd7PM2NxhHfvHpiXR9fdLv5/Z68wtzVIft3YxnZHVlanFxeG7utXf+l2kvZXV95OCQGc8QS+vD9Y7z/EqcLemTeVWxboTmVdvmtZ2hYl0fjIlvnuZv3y+s7Yzcf1z6+fc+WOA8JDy55OQqut/+tFUuSH7/PnvfN359Pw3euV7S/fu/BD48eiH7KZdF1YaITCm6Sjg614NZOFVaPSKd5xarcP7oatAhddX9rePD4/zTzWK/OX3X83YbllxC2Kkr3t+Zq3lZJYtFA+xIgF4tSLpt5csgzrs7zcOD4Y/fFwa3BgjnhTJSacjh0PdvjPkSVqqoIHLAidS7tsLHiyDtMkSLpdjZoghCxbdfF+GUi8akiYQylSJPPPDdcN6CAYdgf//khKY+vHfdPjjhI9Rwc+f89mNtcOuCtSDGDK5XW01vpaatt/HejRYEZiIW5+Vz4koZ7TSJQU9/2zX2GkStKMln+Rdnk4EAc2PrzcIi5TIohC1ubNK1Wop3nmpzDat1FDlOwQmKyflubpW1eSBdXuO7Z6aW17mrG0KTZdxkIR8t0RuoRhPVZKY5XVyrja0ixswW1vyCzOXhGAyjuJLicU9tbPCWl6Z8B/xYTHl2IVxcfnsVk19G5Ls+ztGxZHubOzc7vrw0AefA8vLw1iZjzjsUDhHZtGN5kXl5bt5cxVYX0IVZ3uE+vjBH21zn1ytrezuK4yP13DzbOweb4+kNwzj+i91OW1wUr5OvmUThK5PlrdM9urUj3t4Vz8yxbR6pyiiUazgw1VqlSoOAMAms0wqZio5p2SojTwkGWcfG9RytVWxykaMAd47dY0wKoNmzjA7RKIvbKq2dqbYyTB6+1s6SqYcVhjHHggCkNI+5F8RaCx3TjCl1dMLMlWvI8WpC+RS4YETDfLnxItUwJWoGqucQZrFMyeZJqXwZDSX4EDZEKAugjGtlo9R3E4wRJp8qwwUWt3pj33sZ30+Xz+0eDFIEyA80JjDFb8TyYZWeIUJHpNgUOXxbRpegLAQTogoJgollcpFSLZUryeF0MB8lx0QKQZhKgOJcRMGRylkgKLyURXLm3wI0CwDNRiYhA+DKJznolBDncGTsSS51isugFGv87o3i/oOuM0DTBXo8M1nviN9/MVRbwkyREU2NJ3KTxTqn1hHCNJWnleqiff8vtZbi6aPn7IIejYuvb5zHp7RAkHN8OgXIrre0mRwaDHFOz2nbu0OHfvr5Be/0jLcN6fbK680tmEM9OaPDVZQrygGsjZY+mUa2d0ZWVt/s7U/6j2igo2Pm0RHn6Ii3s8NYXBj1uF+trkyenooPD1mzXsryyi+woWpDBS4mlhIHQmzIcHsDEwAaLsJMjh+O0mJReibNrZalwOiHO+OHJ+uX99ZPH6wfPoE/Mg7uzL0BpL1aoDMwGtYtVtBvP71Pnxxff50Bp/zj9zm45v/uv638+GP6559mB/c6iFWFMv/TV9vPP2Ye31vrVaLTMlx3zP22sVnDK0VpJSct5EX37y03H00ffkzff3bU+5r+g+39N2/3ztK5NVc7unrPWGyoz0Nc/znzOMDdPqBOz1P2j+n9e/fPf9jq3FpjWSmYNciyD/3CtXWa70AQvFScncpAoSsVlNOQQ+Q0QORyxZTP6/v92Zub5UzGAFfmyvLk/h4vm7HEopqFhSGv99XZmcR/KAE6u5yvgd3b23SPh2K2UjwzFPc0JZPTmh2Ug2P2C6M3dicaPceun/rt992DE0Yso7iKS/7uH/07hxPHAfZFWACw9p3Sd/2TgYgwGAOJ82U8EWXe9bXdlvqmZynniEpe+6ffD+4Grptrc6ujHNyp7p/AgJshFn77vtPuOMDtNjrK/o0ZCFip4vkC0mrru117u+6ADKnfdHfqVvCe1RLaruKpCLeWVzWK6nZde3tt/PLR9fvPOeDy77/Nf/3i+fR5GmoIR9iFsrzV1TXaGgjbELcgaAFMB7eO//5vZ5AYgXEG2/7luxdsOxzxh/ceyFHKFUMgIF1YeNvpeKAzK1V9q2Nutg1wTkYTgnCM1+6a7h7cUA+wu1gmmm0TOI+b2+lUSnd6Kjw5o2byYmB0piC8CrGDQXa5qKiUsHoFb9ZUrZoGpnBW1GuKQhGDy+HgcHx17XU4Ii2VTJdBOYRei4Vidw5Nz04srbDWN/kbu/zNPQFM17e4S6uM3QPxwaF8aVm4sCBaXZXPzvKmZ5jbuzJCQ3E4JwzGIY32dSzu3tpGlhb4YhFlfpYeDKjXV6jRsPJ2sHh8zG20HfePy5Wa3XfIW9+gg4780nzOdn4ujUQUcLZ4Z4ca9blOa2XGMx4401lNIx7n5NICPRLWbm8x4aIrF2cSCVsgQKxusEGb20KXZ9Rqf7e6Ljg6IaZn6LNepsszYXOMLC6zjk+Vx2eKlQ3e7LIIJYaBoa45CWGc0phptmkBrhuXq0cU2jGVYRJmqk1Uo4PtmpN6VxT+Cw+NS/GduRyzYkwzuriJ82SU/VOzwTHl8HLsXpbRNeGYY67toxs+bG5dtO3XTy8iRgfHYOMbbEJCz0UIllTJgCmm5eJGHgh8NAgKhAWMPKCTLpUzyOHkaiGAEjAKRnh23m53azUGBEgKCyA4Q6XjaE0CswN8scBklxltUoCyTDEF8+UqulA2yha8YfJeC2UTUA/UIEE4DM6ISiuUq1jPD+aQo6ExFReE4mylRoCr+S9lGcYUIzSRjIwTfITBR1j/RQxS5K+FU3yUHFgCBY50iimcoHInpjjjlP6d4u69+uGj/vpeBT661pb0brHHT7pCjVlusho9futa2Brwax1uqcEEl/3pmxsMS7unhYvh9IIKZ3P/xprJI2B7K3Xi5t4BHqRUVSbSYtBVmLu7P3J8wjg9AytNBY7D6V5raMGtkBzPS/MlFApgpZdXKTOzFID46tqQ2wNZGMVspuj15BTK4Dj4fIrbTVlbH15afnV2zr65c1/f2CEMJLNoPC0DQNdbagB0vixJpjnB0GQkTE0l2QBocvDfQAc++v5ac3Ot/fjZBZfrzb0F9iIUZQPlP3wG32SHKw0s84cvTgD03//j2u2jCQD95cd0vYM0e8jde/37L5Cq658+Gm7uiWJFFA7R61XlddfQqCoaVfndwHA3MDXq+NH5aLosLTVVVwn+UYAWz6KZkvI0yH74DJgGg2zMlBXRjCRbVl2EeWYnxWSnLG8M56vazq3tJMhYXKecBSAhsG1uMVZWJ+FS2dvlbG3R4LpKp4zRiObkWHIVxEtFZyFvD4c0mbQVLrN8zhGN6C7O5Yc+4doq6ZT399knJwIgMiQfQPm1VSqsBTXAnLn5d0fHwuWVsYtLabZkQnBK98YLjA4nFLW24+vPvfbAXevYxHIKeOSljdeA4+XNN+Wmcds3bnFRljdfRVJS2K9AhB+McEpF2e21/uHW1mnoY1eiZAxcpC2TlCdT4nCUHk/Roompy/BkOicDJsbiWLtrAW8LQb0/cGSyskRSVC6rymV1IoIlIuST68UMUczK62UVQLleJgJ+ViqKlnJ4KSdv1YnHB9vTo7XX1dYbRLtjaLUM7bYRTG5/YIPTL1tAIfBD8Ib8rFzVfPg0l84iZwEanJYQgyE2fP2+fP84cxHgb26OQ0KWy5mgl87OBOEIAqkJZH7AZTg5wTiDB4c6IcPzH0+BwENk8/JwRAwLQyK4vEaJJjjlGnYVYR0dTV1e8u5v3K2GLh0XB88ZwXNWKiZqVtW3A9vNjePx/Uy1rgPPni/oajVbPm/O5ixu15vlZeqxH43FyOctU2nTVUh1do4e+UVwiIOX+FWQOPGrfHvKg118Z1O2tsJMxPVKnAJheHZmWK2idNpLu9vkWwdctpFTn7yYtgeOpLErvJjV7WxPQFcnM6rLK+n2Lm1xacw7N7y0OL6zzQJ/3Wy6IStdW6XfDDYatQWdhnKwJ3M5hudmJ9fXqBBCrkLi5ZW3EIoSSX0qbdzcZa1sTO4dcqGwtcc+vVAEw7q1DT5oeZWztMLeO5AFrojjM2R1izGzzEAhP1gDX6wizG9M7vH1A7nBOWqbpYKsM1O2WbpznjW7KljZxTZ96uVt1dqubmYJ3fFbgNpq82QgNruwKfMssRe3hSt7oqUd/qZfdhLWXcRNxyEDABoWBkCbHEKLS2qwioGnhEkEIJZrgNEkmlEtCwQFBclW8rY16PmxPRb5CB/OBm6q9VJANkCTxX9HY1NADB6FLaQgOPmso0xBVag5uIZL6HlqAw9T0ziiXzhiCk/6i1QximtYCjUL1mXy3irUTEQ5CRb72WVPokoa+bYWnPbyjCUIClChUDZGPoGJ0MhBdZJJtpgchvgXjYME8imubFyIUUHkMEHBMEs8RuMPUT7/sACgOwMMcvPbJ93DR+PggWhfI4ncePOa9+G76ukr1uhzUsWReHYEPPXdo+3jl7nrWxugDZhYqiryJVn3Wp9I8+GUTWYEkE6urFMWVyibO5TVDcr5JT0SgxRSDAKMgqMBM/Xr7yuprDCW5OaK0lZXA5VchlhA20JRbTRSwFzs7THicfz8XLi3T/XOUWQIJRKVgc0pljRwkcC11L92JVIysIGtrq3Vs0DWX6zg0B4wNaWKNF8UdTuqwbX2/YMVbNfXz67PHx0f7s2A6asQHawW5LkQSIAauSKEFgIaf/Nggkz8289ZcM3tPgHlz9+nnz7ZIbeIpScaXfS//fPKt9+ckF70buQfv5ijcUanp364N7eaeKup+PjB8fnjTLdnOrukgxG+/ziXq2hSBaLRdYE5TWSJatvav59++rIIIM5VlZW2NpaVzC5RrC7KzMIvF2FRNI3OrVC0Zsrm9kQ2bzg6FgOg5+eGvd43oIMDDthn/6HIaX+zscaNRSzRkHVrXbKzKYmFbbmMZ947YTZRFuZHgkHy72Da7ely2erzse/vVwoFy9UVVq9NPz1up5KG8wu0013Y2mb+9vtpOKEcPCyDiQZGbx/QPv/YvX1agjafBAT/9K+XG3tjiZwSoggolBCDa4ZgAxnA8SV9decVhJnvv602W5rrnvHr5/l6RXt2zApfSkIB8fERs9ezNJqqelueLwvDcQY4U7DPlYolcCk6O+cCEINXIgjePv8Y2M+LC1bgQhQ4l5wf8y7PBImoOEeaaHW/Yz875CSjikJGA9DPZ9FmXdNqaHN54Jowm8W6PcfD4xycDPWGCYicLyrTWTkEe8jnPn5ehBgAYAVGg+4fPeADLgLcZEqRy2uLRXMmbTo9kbaa3m53rtudbTTtlaqRHHmSV6QyaKWmvb33QCABSwE+A4IKsDscFcIpCvnf6cUkePanjzPgrIsFfavp+Phhpd935jNY6JIbvOAmY7JaWXfdtVWr2qcPc3f35JiWeEJxcSF6ibWRkOoyoDg/lYFCQTybNjTrnkF/PhqRZyBJSutSCX08bA6ea8+OlBen+P4uo1zS22yUoyMa8NdqoXQ7no2V0bX5yWTA0Mx7+lXvdX0mG1GdHTAvjtl/+rvDesN2eMxaWHqzsDjsPxJBRG+35o6P+YWCCU6DvV1+u7mcy7iB9TtbQmD9wT5vd28K9hQM1t7BMGD66IRbqVk396bmll/7TpmBiDicwGJp9WVYubnD39oRga2G6YFfAnT2nfDWd6muhTd6J+XoSh7K6K2zr2bXxoMp3daRYP8M2TmWbB4KN3yiLb9k9wQ5OMcPL4i5VfFVfG7Xb1jehDONtbKF13u+lR3pyZXuIqYPJDSnEfw4hJ1GlCchlT+g3vKppxdkJjvHbBdaHBLwvC9vFsQIJkIwZCq6TEW+zQoEZamSiqqmFMQUpppE8fG/PEtNQxRTDPYvLO5rruCdGBkjXyZnZBhtbKuLL0aG+OIhJueVUDL68moqWEUgfSVEKHLijdo4BsLUwOIhGTYOX2HEqAx/K0JeidHXCD6iUE/gmknYIlf4i1D6ViofA4lkoyAZNglBgikcYgrI+91/0duXAlc6QuX+wkfGhPLxMQZlkkPhIYBpCuX77y4gcqUpaXSwhw/Wj18d/TuiUOUlcpPNvuDhs+L6UZIpj5+HKechSjgxCWb5/YdFcK+trgHSxv6tPpXj9291H7+6wIHev7fWmspgmB5Nsko1BGwpuNp2Tw92G05oSGw/fPZ8++n98mMmGJlK5Xj1tqJ3A/ON17fgT6e/fl+FSyWZJK+fYtEIV3I8gcBlRnquWxtYdfDphRLeu7b/+Lnx+ctqo2m+e/Q+fVwE7wO0hQT2+tbU7hKdHgF0vr0xPNyaHu/M91B/T91tkFY3EuUAoGFbcBYen01CBgBYhzgBOxJLsa7v9NAJZ5djsRT78YOz0kD/8//wZ0vMTJHz+YcD0otIcuzzd/P/9X8HGm35w5Pl/ZO101Y26vKbgf7uxt5s6j1eymVUFIrLt/ap2wcM/6no4IgPugghrb7n7/7x+NOP1RTk0RlxuoRcJQQrmyPepbeHp1w49Zc33+nMFO/8a3C4kAiDyQU0LywMzcy8gsLy0vicd5hQUlz20SOf6viQmHbR3I6pg10seGH4f/+fT6cn6LTndSikODkRzcxQNjcnIxH59WC215+Ga7LZnP74Yb9ccsUT+o+fDrI5a7sz/6//I5PM6b7+9J0ExNf3S6D/+M+0/4zbv5uLpZVZIIKHAqHlKi5J5BTHAWYwzk/kEf8FdfdoNJIW1VrackVZKmBfPy/k0or97cnLgHhvh763O3VyQjs5Hb+4Gvcd/zK/TFnbpPiPGLu7VHCsBwesw0MexOC19XdHJ9RIhH96Sj8/E5yfiva3aXtbkxennNMjOuA+l1InI0Q+ZagUzJWCoVxQF4uk3a5UNOk0FroSp8FulwyA+0gUrdZMEAOCV4K5BQrA+j/+tyvydOrbWm3rySlzYxPyBnq9YYEOCYcxyDDOTmXhEBG4wIBW5bK9UrE1W467+7lPn1c+fVmKxsVA6lpDD8QPR/nNtmFw6wBvDgVIDWNJPpz/j++9N7ez3fZMv+ttNZ2Aacge2g1rs2qtlUzlvD6fU1drBqjwy9e1TteZShFHR7xjPy+XMQYDaDSoSEaV2aSmkNFWcoZqgVQ+pWzWzJW8PpNQl9LWdNQcv9QVM5arc36poNjfeRWL8MCh720PNau63Y2RncXJfmnmqb382Fr48bBZzxou/Szy6dmyIRyS5PLqu8fFpw8bt3er1YobYsPeHs3vZ0Ow393hRcOGWMTscgzt7Qjh5AmHcd/h1LPRUZ1fUgOXvJX1oWLFuL4zPr9KOblkxTLyVEEJbuM8iE57h+aXqKsb7I1tzsY2OGvmnp/pO2PNrP6yuDscyeGxErF2MLl3zk1XjKGsOpQmAgnVeVRxFlVeRInzGHFypTgM4AcnquUtWaPrU5tG7B7m/afQrp9IlebSpZlUxZEoWC6TxMGZZGWPOb8+NbvK2D4gZpdkVgfv+cFLsVLDAPZxRe+UWmA0mGWqjJhCNTTyUXgVTaoYV2qnNCaq1kAjX22hGlXpqISWKldO6E0cjYGlgiVVY6hiCCCLKH5BlK+UmjG1gYoqgNqTDhdisgnEslc8CWS6k/ZZqnuOYXKN4ZrXiIqiMUxZ3Tyl9q1c/QuqpMjVrzSGMYONaraT7zniCilAbTk+jCpHpeg7CTqsUE2q9UyeeIgjeZb07Z/1/JElejtCo/CRUYlybIhKmeRSEM0QF6VQIHPv3aiBRMDK6zsDGMlGB88W+b1bvDNA611RtsyIpseuYsOR5EQiw+31nZ2uu92x1VvaQhkpVCTgklo9vNpEynWk2sSA14HQZDLLLdelsRTj5sH4+NH2+NF+92S5f295/9nx8MEMW0zmmNf36qfPZlgXtg6Yvrm3tDpGyLDAAP786fvnfwnA1QVbAeZCnWBsv//m/fjVff9kb/eMzz8EEXD2X9/OfPi8/HyvUNy9NpPfdoluX/NsbMlnGgHKtTJSLkhKWWEuLez1zb2BpVwlDo/HgBqAdbDS5IviypJsUVSsyiCoQBIQjrGyBVk6J/rnf9vMV7iVhuzuyQzx6TIy/P6L4V/+faNzreoONO2uqlJD8kVxsYTU69pmy+I/YReqZqDe4Ynw5Bw9C+CXIXW1MVdvexudWfCnvTtPLCsNRDlXCS5Y0XLD6jsW7B9xLiPyHR/T7aUsLo3s7rF8h7y5+Xfb23SgCRhhr/fV4uLw/8fTezen0m1pnnmcjrz3gPBOILwwAiSQ8N577733IO91/Hn9e817Tfe901XdNTUV01VdMT3/Tc9nmYj5ErPQiZ6IHUQKBOTOXOtZvydz743FvHYkn1YeLThsOK+Lqj7eOD5aBoiGP5NxDhqFiEUIYPLNjQ6QuVrl3t9rwVmDQoGQgXADQ8WidI8H1++f5PP8ekOSLXJuHowWx1pnIK809kt1bqnOrrZ4sTTx6ZMJakb/XBJKoCMp9OBC7A2vgC6HkuvRzFapSSk2SA7PFBj/VAr99KQCuVSrXvu920fylycnbyJRFMjZ8JwxOKODQQFRA7GAgpGI08AHWC3rev2c3jAZjW0DrgKTmkyzINka1VtoLueKRv1GKkHs1lWHddOgXbSYlnzeDbdrxWh4a7fPANyVK0yLZd5iWXy+UbEUCKBrNU6jyT1SIMpjJBha73S5gNXFEgXKvNE0mUhina5l8GTF4l46TQd2NptWJWKkkOe3W4edtiyXY8ZiOBD6dAboHgXyBIIeT27HEluA+eACoaLHkuv1FjlXRMdTa+ksut5g9XridltSLvHh8OZyu/Uap9vZ73VFrcZ+pcQu5Om3d8cfvxgenzSQNWAg0mlqOknpdSRB73Y+OV7N8fFG9XR7ctHfr2SJ8cB6JYsfdNiNIjWfIvVrok5V0imJHq508Ewhg67k0MUcqpBEtWrUYYuZT+zkw/hmau+iLr5py4YlbitDr6RJhSQ27FtVKhGDcXwifL5NAOdwGG+zrcJRMhimAZY16gWtZjEcpOk0a6rjJYNuLZNmerxrmRy21qTEUxvJFE6rn0ykiDrztMU1n8zjUwVSLINLZMnRJEV6+EatW7I6UDbntta4qNJP2dzLUMhtvrlgZjtRwAfT6FgWn63vFhusdIURz5HDGXI0TY3ld9NFdjy/F4xRHAG8zrR1/ein7iIa005vaDE5SINTS6Ov8YXo3ijFHyE5AlitaVV0NCGQvBJIJ9U6jFi+ti9cFctQEhl2j7OGI0xvYV5z99FMzgboNXVvicFdg0bdWyHQp7n7y/D/Euk6izfH5s4KxCvwXgZ7fo8FnDuFw7/Y3hn/6ilo7r54TqpcY3EnTvQYjQ6v1OwYzRSpYoPNe3ugWHT5yEYHWqlZFEjfcAQvOcJJqXxNoUbz9if2BC9Y3Jdc0Vvp4ZJSu6XR76gNeBIF2WW/5fLn97jzNPpbInWCwZzl8Ffx1Jlxo03haW//Z5uCZ8iMhXU0wuSt8w+2NrAIYfeFTL3JlU6NR/WOLpj9U/rzLRQGFM9mh1xp7Pz8ex1IUqmGiqcXAS1BiEF82z3GP/7nwjgoO5xCGSc7Qtz+1yC43RGh3t5pdPCDs93xRYYO4RlF+c3eDmjxzQMXtuHx9pEHinx5x+yOcMML0o+/O/r+FznQejg+nS2uJzLLRvNL8IBg0j99sv7xtyDAciK9nittWJ1IprhUaaCu73kA4EDikDAgPUBMnb7g7lHVbLEgYQCx7x7B7dKg3d3u394Ibi55V+ecC4D3EeNyxDgbMusNCog7NBD0QgnUWXp5I/IFZ6HXX39QActX6oS7R9npuSBfxMEHVhqYVG4JnMGn745gT2C7PYAYnQMpL1ZRID2FMrpQROVLGMC6i0u5P4jOldi+EF6lXTSYNw2mbY+POjw1/pd/Hg7P1JEkEeA6XyVnK3iHf4YjQv7y93Shwrc6N93+HbN9XaWbs9k3QmH88clbqRyJxQh3dxrwE6BEbvdGpcKLRakOO8rnxcciDJ+H6HbiPC682bgZ8JEh3xp16Y8/hJsNSTCIDYV2jKZpk+UNGH9QNINh1uXc1uuWj45mYjFmKsWSySYgu+Cr1fp5KBLNrkxnWgDSH14cZor0I9VLUOp6hx9LE/zRrUqLBaXl93/xff7RFE2jQKMv7g8e3itqDTrIGRj8YBAFkmoxrzIZ4zsHDucSQCgUv/efZYNTJkROq83NZCh+Hw7280DyisdFwLDb7DOgzio1IhIhSuWbgwMEvALYebn8BXMXUSqmQ36K0bBqNa9CVACemy2zXt96q81Pp8lSKQL/DzXMalmD/mazjPEvr7uWq7XdUHjL5V7qdPnwpbE4pt0RAGhDechkaPA5avUUVDJwG4fyNxbzRihIBo4G8dLrZ8DjwydYbbMQ4dCvVAYDvXC4pkKRlXKNCLrc6lIabRLUGxDuQpE+HB71e0eFPNfrwXi9IIXbwSAmHiVkMrvl4hg1AGDPr+TVGgv6XirBIy0ZJ9WrvOvTo8uR7KInOu3wRm02tLM257zDzcVR/QaznMFlY+hRU3zekV90Fb9+8Zx1+enI+lmPVc5i4NWP98qzLvuiy7vvH0StK7UYaVhke7UzSfd6p0g3a5BsEu1wTKfTGHCZmSw5Hsd/+/ZffvFDYTObl6DvXA7icmIMug0OCxHwXiZiex7PdjiCzuWJ8QQ6n6dbrCtO97rOPOePoIs1VjQ1vo4B+JzMMvXmZZd3J5qkBaMEvWVeoX5p9y6BzYpm0aUWPZDYsvkWyi1W9+wgXaJHM0RvGOMNY/1RYiyzmylykzmWP0KxutDZktDlJ0oV0zLF3O2jp9lVyRTzv/21Jjx4K5FPH50sHmtW4Bm+6A00iWxuXzwDGsrmTkvlm8pjgliKZrIXKfRZsXSHK1xnclf2eMuwwRVvwAZ1b+ZAtnqi2TpWb4oOxu+VK9bkRxv8/TmThao4RrG5UyQqQqYhfOFbjWHT6SPQ9hCHFxtNMQNROjS9ZV1tWEwVWOWmyB/FKzTTfDEilL6CHVPrN+AtksNJkew1NJlyRmNcsziwTi/Z5aVx+K/F0nnZ0apIsrTHfkvbfcVkveXvL+5y5sd3SjmzdO708+Ps+JEzf3CEpbHnj7VUg2OPyZ8SHy/64kyDG4Nc3Y5vrA/P2NUGsdYkXd9Jnj4ogDEhKIPhVdkhkkpj/+u/1j580uSLhP/jv3dyOdqvvwZ++tkxOudB4qXzq6Ce8fR8JDEHAv34QfLdj+oPn4+Aly9vgcfZH76Kb584wwtKZ4gHHR+cE0eXZGDz//Ivri8/iivNNeDTWAr0Dvf9z6pIHPIQ5/ONRyO9e697eq8EYGn3SV9/PAJCv7xlQc2A9IDyDjsDVPK3v6fPLg+//uAAEDu7EF1ciRzuiV6fAS2VWLu64P/uZyO0QXfXpEeseqTXpn33nR5SDogbaL03YEP3AdKfPhwCFrW6NNgG4bY7p6226UyWeHEpHZyy7p8k4wkmD9KzSx54iHB8Ll/egvoEPNXuMpvdXW8AvAUOvEUsiStWefH0rj9EdvuINgdeZ0BBs9iw0Tg7HKPHUvRyg9c/kwKQlhq0cBLlCaKePrj++rdqJs9zeQmpLCcQJIxOT/JFps0BYLidzVGA+xIJArAP8Fe5zAbShDYcyp+eTIkEKRIhfPzgAtWr1w6AB0G+QSzs9jVA7z/9OQo+A07liQqxWhdcrk2Neu74eNZi2QaZ9vkIyQzb48fpTStG66rVsWWyrWWLrM5QGkuTA1Gs0bZosM4BMcmPkT/+NZbMEwGos2Vya8D7+L0hlNjsnQnvn9SiAwTUx+XZ8Hl3UkkGgLzdtgnqaXfMwlGCIIHj1ukziyVaNkt1OVGtpjwcIj09WfIF2n/79yaEVqVKBzkA6gehjMVp4RDRbFlTHs3KZNMWE4oz1hGU5AA5Pn5dLDJstvGNrF7vAEBYuD82DbksO51iABXWajyHY9numE9nSKBKoOZQJ0BxgBkhoq6v1VrtFOh4vb6/v4+AI5FJX3o9OKcDHQwQJJLx9H0Q6FAYZbPPgUIBhhvNry22t1CqoaJDXwrlnbERfBBVamQIj0qFA196IHlhMq6YTeOi4nZvmS3LBsO807Vpt220Owe1JidXpDRbvH5fAhIJnN6sC9pNYSW3e3uheHejOO/xOlV6NYdrFAgguEDQqfBGu0K7HolrOXouSroeKH/7MZyN4mo56uVA+HSlHDT4ySAacLuWJdSS2G6OWk/gE87lqG0h49tIBzaDjrl4eD2dRnk8s89GkxeLY9ttEVR6qGF6/RSER6UsOD9TD/onDhsWs42IBFNC/qTicE6pmIT6CkfDaFi2WDb9ATwEhsONjsRpkfiuxb6t0S/rjMtK1QyAs9W57vJveENbUMLBZiVyOEDsWpt3/aC5fdLV2vv+yI43uJPIMHxBwoH8NZuHHCpn5Udze2xEKp+NxFiQKVrDktuHjacY6Rz77tHRHagpNEQgfCMQvt1jvaZQEfruS75gViReFOxPcXivxAdTR4rVw6M1sXgZEJXLW+QLlnn8JTL9NZaI0JhvecIlrmhpjztLZ02YrDiNbt3hxqWyPI+PIj6YlEinnW6SzUG0O0mHigXaLiKUvIbczBV5vhC2VGd5Qqvu4Eq+Sk0VCEb7lNU9V6wzIPLhpUgSD93xBnGww+AedMZVqFXglaFK1dsHvZEyD14qzSqUxXYX1mIDBkdr9dtq7aZas63RogD/T3Q4m5dldtBPDDsqPe5QjQJUd/h4bP6i4GBdrkQf67FaM9bg3LH5sM4wDkmkUKBW4EYjsbXxQKIbSaVGzRdIp2eyx0c9+MFSifPlixv88uEhAnChUr0GhIHYDcdW8iUUCBZoNMhrs0sExO6P9v7/K84A460e8f497+KW3j8jdIZYeDy9osCfl3e0x4+cm0dGubEKNF2obMCHnF2x4DMjkR2TadHpXGk02aOz8fiQcg17ectNZleer2jTIdXLVQo41mBoG/Tr7kGbzkICcEAOqnXKz7+zBIIL4cji5bngw7vD9w+HN5eCUY9VyqMbJdz7R9nnzxpfYKndZX38rL24kkDHA6ElEN98CQsedngqGAz3a3U20FYohIPPB6sbT24CTCVTO8UyKNpWILwYjq7qDa/VuleZPKnd40YTqHgKEwhvMvYQrXEeYvdQOa04XpQdLkBIcXkT+8LpY9WKzrDp8uLgjFYa+/WOoNxg58qMUm2/0z/uj7QOFyEYZpYqMqNxze1Bl6scjX7C59+4vjnu9UXfOgscBBoHupZK4+EcAeVVqoxnjpNbzGvZDCcSovt9BAA68LORCO79h/F8cTCtmSweOtVqCXNZlseDM5s3HI4dgQBhcRGtYcVgXgfHarFv9obHUEIg2sz21WZPPDw/zlfGep3IUgGrr+7Vjx+NofhOMIa5fjyptriwDTXJbJ1PpMidrrTTPYxEaHLppOpkTqOZLleYcMQ8/mmwF1A7R6eidns/EacN+sqvX3ywM3CKT8+FX77TnZ6JPZ7NUJgYjzOiUQBhst9P9nooHjdZuP/G6cSaTOsnqmm7Y73W4F5fnwAlNBoCvx+zS0eAxMslAZiGaIRcqwlAwb+t+wHQCkcvGtupVFhQ3my25Vxu1+FYTyQooFNgR+AbA4EdKAnhEAX0HWAcCqFG+yYcAYrcFInHKwiarRNgQVwewPzxgCWoNOCxugMGRGAqTQQ5PjmeUp1MgzUBihdLEJ1+TiZ/cSBF1Jpp+eHrcITg9W+abXNm8xzsABRIKELFPCuVILdq3O8+mgppfMi39NN3hl++Gk47rD//6vr0oBqvzhhar5cpp23hWU/WLvFDHvRV/zCXIAUcq/EgppFn9RrCy/7Bw6U8F9lo5/GdPLEURRVDW60ssV/d7VQoxexOo0FLpMbjBYcjIVgoKPBQR73ejWSS2O1KwI1ptTP7AkQunVbIF6lEBIdG2MwXUskkh41AO1YsGAybMtmkUrVgtqHcAIYestGMOlIuiKWv7S6U07sN6uz0rbkCq/7oRjyLAYJudPcBQap1Xq0lKoPhS9HDEXI4RnU6MQfySR4PdHnm6HCezUUYuwiHh0Allile6Y2zZseyw7nRGRwNRycg4sL9t/vCWS57PPKaQRsvKygWghBPc7mIXDFlMKxDQvEEb3YZCJc3vtogEM0y2a/pzBdc0Yz8ZE2p3TpUbR4ql6WHb6VHr7W6eYcH5XBuAYsAANVbcog0s21LpZo3mFch8NJ5UBVWtc0G3orl1iLJpWx1O1va9ESm/JHZdAkdT285/Usm66zNvRKNkaDkwLugPhVKjGSOnCvQS3V2scyKJMjBECEUI3u8O3CIbLZtk3XbZttxeUBPdiMxts1Jcfh21UbUkXpNa8ac6Ldkx6sneszB0TpfvMASTApls3obOpxmFhrCSleI5AuUh0f1OHm6rO9+MIFsQeZDvYV4ymb2yiVhsSCAMjsaniSTVJNpvlbf83iXguHleovaaI/tHiBSb7j721+c3/2ovb2XnV3sA5lCZnr981oDMrqgAzg3uhhoANGA0qdXNJDpQnUFJDuema23d2otbCg2C+ax1WGAQIMDhWLgcq2CDEXjm+Al4dN+/b395k5abzBBkiDzweGChYcUNVkWegPJf/v3LmBCJLZx9yCHuPzlV8vZiHd+yqsU8MnoWrNKAY1uj6d4EUKhVdDch8cT6C8Up2abmUyjIY7hK3IFUD1KtQpCJi4WeB4X/uR4FgLa7lgEVwgb2RwJul+s0NM5crUmiETJ2RwzV97zR1DxLB7O04luAgT6WD17rJ6Hun2iXhVL5kCjhaIZBhOBeDpUzMMJA2pIwAkoC8o1Ua15EIrugjRDpfX6xj+Sq1TOWaxr/iA6lSWB0DwvW0GFjVKZoTdMJpL4y6vx4IFwdD2dRcMGFCcoJ6ejk7NTbaMmvzgz/vRj5OJCBR358NHg868ADEZjaLdn1e1eCwTQRtMyX4CA5O3uIhgcsi9+BRkIQe/0YPujk/NrXb7Mc/kwjx9sX38MRpMUTwCjMy0EIvjre0Oze/DtmUiSCNtgeIMxXKawZ7CsQI8AUkwWdCrFA0mFxHv/0TwY8c22V1D5fvzZfHun6A/EoMvQfvstDqgLngMC6fufTWeXBxrdFGROIsECzHG6ibEEN5eXpzMHJApSrEhONHOwD+A20gXadz+4tPpJ8HZG06LJuAyK/+7JfnmhhQ1gakAKkO9yeQ9kCFjb59uEP2FbrX4LigzSnEpR4FWoeRDk9To3GiXCG4FC5HLEHwDSeZnO4IBRbI6peHIbYgNaqUKsNaigdF++117ficrV8XkBKwMMfnLyNgKfkCLHk6QT9YTBNCeWI1IFYrQuH51M+gM7Ks0bo2n6+QrVVqnIu7s1XV/qykXO99855QfIsMf/65/8Jv3LXArz41cjn4U83Z6U8pRocDWbwvZbgpuLk2JqTyJAfvdD8GwgT4QIPudWyL0TDeCycWIlT85EVjpl3HmHMajR+iXKeZv1dHXw+VHZbe9eXO5X6qTLazHUPxBoiJ9wGHN1dTyePJmiQCTo9TPHyknZwdtdKkLEImtLCI2MnChWQLIFPBDoRbsNp1Qu2J14X4AOdtBiw7u9NNAanXHdHyb4whh3YMPhW3T6FwKx9UwZV+uwnO71RJIK6h9P0KB0QaTpdYu5HE+rXlYoZo/ksyrVstmI0mrWBbyXWCwChVx8MB5ie6hEVOpX1Trn6koTClE8LpLHTbeZKKpj9PHhlka1o1NhVSdrctkroxmSEWU0rQiF4wG4BweTBtM2ZBZIP7QT7arNjfWFqf7wridIhJ1JpIjQcfCjYB0MphmvdyueoIDvPDx6BVXZF0AB4kTikCPbtRat2sTmKuvJ3HyyMFesrVY7W9UmOl/ZzhZQkcQmFO9sngbubXSqBB8GJx322eFeBNflD20BQsF3QQSCUsdipEBwvBK6zb7hdGyDEQFzmc/zvUGa00tSqpflx7NG27besnlwOCORT6t069KjOZF0Um1YjSTpDSjMQ2m9t48AKT+90//0s+vLV9P1zSHkDCig3b4EHcik9yDnhwNVJEwNBYkBP+7oCIHApe4iihMEXWZW5AAAgABJREFUzj3gba1JuXuUXd2KwQOC2H2bZfvho+7pnRrCAsK6M6A0OljoJLTnu4ikVg8Pz+Qrq/Do9L7MFjfavfG15tE5790HFaQNlAGl8oVW+xYsqsU6B9gOLhUAEGgI5BtyDOgJzpBEjLD2EDYHSWdpIOggo1BagBYfHhSx2Ho+i2k1xqtRJyJrg87e3ZWkksXaTK9KJQqPD6m4Cp0FWA5F1gCRoNcg/bE4xmpdMOghLse/qG23EA3a7fEdLeuKzboO+AMxnc8zgA7SGWY8vme1Yy12NNTkgyNEqXlldiwca9+IpAjnmUw5fITFQah0hEpDmHsvAKJZ7Fd0BsLmvjxSLkK4B8MskCEQNQgvl4eq1qCPFJvHJxuHh7PFEn8wkpptM07X4s2t8ub2BFwLdLDR5MYTuKtr5QWgU54IOgJdgMTz+baHAyVU00Rsr9NS3t6YCgUWmNlOd7/X37++UZTKdOUxIj8cQyJElU6/APis0SyrNKtAMVz+C6NlC8qG3YUBoLA4NhSqKbBst4+WZGYPlDcYIduc27HkruxoApwgPMPbR56XHKIYrat29za8Cv43VxAnUnyXkygWTzgc6O9/9N4/qCo18i+/s/3xT+5miwWh1Wpzoc6VK7tqDdLtsyCELm8l5RrdbFmGHfD4qCrNBljCQJAdi0ucHgYUuVpTFgiTgOvjGVK6QG11BXIFotG9BVnM5/eAiIEkYKPTOfjhB28ySQZSLhTGd/ygxoNAg+2A7TGhh3bgH0CdoeBBhQ6EVipVOqC0z4fOZGjHJy8KRWoguAaVu9vnPL0/ubw+gCPcaDE+flb/8JMJ+OAUbNknFRz5wUA2Gh5bzKvA4GcXR4XybjJNUmpen+gmBRLkSPUSrD24EChjoD6wD7B7wPifPnr+8uf81y/+Xk826EnBG/32m/9PfwoMh/vxOCoWRUfC2wH/ZiK+A1GaSRNiUWytwq9V9p32Tad9PRbBlwrsbHrX58G4HBvpFPF0wC8XUGd96tP1/t0Zf9RinLb3Hi4l330C5GLfPkggSfsjdquzB+oDBx+S6/JSCSYsHMbG48RYjBAOEY36dQYNkewvkPGIRDgTCtC9nvF9ArsVHY+zbTZ0NLHnC9Bkh7MS6TSIdTBCh9OtNy+a7As2z6LDN++NLEUzm8UGqd1nw+GF46nXg2lYgprkdqHgKBkN40veYPJ8Xjy0eGwXsC8cBAWfAWjQ6sbTLFVqxOFcGAxFYNxB35MJZibFj4U5ThvZqMOYDVizAWPQrT27om2oN3BUjcY5cCpAM4EgHnTQ5toCTHb7d2Ipar7KLdb3syXm6dnBxaUUvCZgmcu9AOcXRBY+BEyVyTwDhskfWH/WDQw4pFIVaGMNDH0qvxBOTJbqa9cPrKs7Nqi2wz0BRgpw55uXtdtXoDyDvnu8K8USBeIZUhV6AQgFqgXalc/T4SsgMYF0LZbl53kJGHBUcOjsnh2VfkGhnjHZN/SWVfnxJGzrzCtmx2YgRirUBJ3RYbMvSRV2vREUAsEKX3l3r4Zc0unfwDGqVPcUSsjkHadzDarEYHBoMi3K5S9crnXoDNCQ2Yakc1v3T/JqnQLQms3j4JB1uvxuTwCIBK3X+5+tP7663T+ld4fU3ogGrN0fMdp9cr2Nh2fg+Uh8sdPfvb6T1Js0OI7wCckUbrxMpW8dDp9K9VqlmrBal4JBbLUKtnQLTjaEVChI0GrmNOpZvw8L56ZY4ojFSCZLvrs/KVdoj4/KRmM3nUD1O+xukwlW8eFG/v1n/fVIWMrhx8OzkljY22BoHXb7/QctFBU437DbgFp228bR4aREOCWTLKoUGL0aazJsGfQrTgfaZFw7kL4Er+Tz4yyWbR5/Sn647vHuxQAY/Ri1aUqhfXGgBKWekMhfCiUIeCswg2DEjOYdQGO3Z1cmXyIQEcwOsseaODra0mgIas1ONi8GvdZoMfvCeRIJ2WW8EPBfZbIso3k2X6ICHUP0AESPTiXFEs1qm4fUAtxrNveHQ/nVlapS4YzvTXl3wOZDTMei9EpZ1KiLn3WK9vCovb4++frV0e4IpDJEsI9AdOZLdKt9WX74JhSihaMsqXyWsYccq5Z9QQpIJJQWHxxewxJEUjRBd/vwiTQrEKZYHRiXlwD1xuungtslkBCjGQ36/vmHsNG2aXZsYwgId/9VuabUG8GR8INB6unZcXcgOr0U/eE31/mlGNIjmdoJR1dBNXQGJJne9oZmO0OGwzOVSOPCcfh2qka3xeFP8PYnTzSoE/UOVziXygkdXgwARa7CylZ2yy2W1vwWPLVYioSjO+2uuNOTdLtSqNnZLKQECRocHLDwtRqvVGIWCrvfpnSn01Q4Jn/8YwQOBTAyqK0vOJvKoCBFIZ2AgAzGN3cPR2D+4KVmexceAZnBVJUq5PtHBbwE4Ax+DsgDFL9eEw0HxxCKgAv3T+p4CuP0r4hkY3Zm8pFD9Yt4juSLojNF+on6NeRqA+xqWQC4c31larcOqzUhSFgsgYeEgjJsdy2caF5YHQu3D2qd/i3gSLXGBKsEKgB0327JAL0jEVyzyb+8UsD+Q5V9BpfFSHy1P6Te3u59fC95vBP12rRKAdeuUy/PIROZlzf7qexmroQFaglHNjttXrFAh/7C2/t9aa0mAHqVSV/6PMRy8cBhJSnkY1GuVvaBQkCDohFyLs8ZX1lyb0PZhpIMzAFW5lgzw+IhfDEiP0aM9hlveCWW3cpWdsptQqsHxn+jWtm7vDgaDiTRCMZsmg34t1pNvlYzkU6RYKNUZEAbDaVno6N6jVOvgdfBBAKr4fBao8H8+FH34b2+Uedo1ZNW87LNsqYFP6p4C49G/aJBP9Xvs+uN8TQo6BRUSqip+QItnaUk0gQIbGipPCVfYTR7+62+sNRg5ou4ZovWatMrVSJsXFwILy8lnQ6r3+dDK5ep8fgGvHR3L7l/gFgiF0voeoOQL26Go7PweHnNOTtnZ3Ogb4yrK/G7d+rbGyXsdjSM87q3ve7No0MowMuJBNrlmrfZpuMxTKW8Wyru5rKUVBLqH+Tmuse96vWsBQNbAPJQUezuTZtrAzyW1bkOdU5rmnX5NxzeteeZYpJTOMUDMUQO1HhwqAjoPbAViDLQGeQwYNpwdAD6CHEA2j1eVb3GUmtes9jPM/1sb4PRGYfnRaGMfvpw+PjuGHj54RHEXWMwTOt0kxDrUNaANJtN0aeP7r/+NT2Cwn7OOb0Yj3QGIQbWhj+7AwYIN7ROn/npi+bmTg6V8/ZOBQL0bfxpoUiG2DUaZ8AbfptYpdXMa9Rz+Rzn11/iP/8UyWVZUKJBm6B+HkgRsBUQUsDaUGDYbAQEOhJcLeUJ+RQuE8cMOuy7K+n9xcHj7eH/9s/l5wu4FCitAM6tNjsSRXV7wuFQCvucTrHsVuyhdFnAmROwl0W8ZY+T5nYSknGO100SiV6oVPN+PxkQTybbVKkIdicrEhfE0oxgAhvO4nINhi88vjYHZRzULV8S1ZvKswvr0/vw88RcEpszSSQiNNoEl7PM562zWQu1ulp8MPNNnTc3x/dDmAygiVm3d11nfA2k/+mz4fd/8ENROVKMPbjVsm42bvq9pH5XdX1piYToYB7hz0yKm0mzAUxqVVG5zAXBAhL585/jgNLX19puV2Qwvj1RI+NhCTmiVj8JJgA01OEigp4KhG8B9t0+4sM7l0a/ODxTA7GqdQt605pStQDS/G05Y+B9wFuRZJrDfcPmvD5SrJKoyOOHgEQ5mczxpEezZhv+4trFF0yCEY5EmFA7A2GoB2Q4oXbntFb3EgTOZEWu7njh2MLje7nRhqTyG3wRkqvQklkm0JlYOktjIBQ6wth7w+TMMLlTWss2no6Ek2RnYMPqWfTHN5m88UjzRpuTK9LAtyqOX4CQVavsYpEBBgii4ttqds+/2wKiTPx2izUaxYOlOL84hDMOulxvkZPZlVhy+ZndXoF+ub3zP/1iATt4c3+QK44LCfAHsGenN74XUm8CI2+DKEBeADWHguREnBEM4Gs1TnfI9QTm41msyTHrDKyrjG/dofXBJfhT3ujysFxlXV6egEAn4vRifmxx4LC32rJgCCeWI+2B6D/9U/H06qjYYOeqTI4IiWeIkSQOVCaWJnoC41tn+dI+VC+DddbmmXcHl0KJzVJj9+pB8f6r7uN3Jxc3e1f3jPsn/s0d/3ni+2YmtQWKU6kTIL8iyZVYei2e3AQWGQ3FIJ2Q7+D0AXoMhnnpwQtIK4j5Rk0e9NMcdhQwNdBAoUSEnoLwgS0wmGacvnVvaNsd2AxEMcEY5lj7Gk9BoBqd6F85/UvjS89VfLGJq3Tw9Q6h2iAnEpuRyHqxSAQdrFaB1tfs9qlodKPbZd/cyLrdPXiy12OB3kEDxRyNBK0Ws93eg1c/fdLe3sqbTYZKhdjtM6B9bvcCtHB4I5PB5fPY+0fh4JRSre80msTTC/7zz1/wwQmVapTOYHwuynVqqUHrnvKhVZvUXp/xbVjXtyXSLi7hKNFB3xsN2mjEq1bJgeBcJrvx8CR6fCeCj4VXYQ/LZTLscDy+BRv5PN7nW0xDyDV2h0N+q8mJx7BO+yp4Gp8HVS4xOh1Ot8stFEiwk8HgWsA/XiouFISDMDZDsNu5LCmXI2Qz4xGcKs140oM/goZHTxBlc688D0/EQ/xUWszembDR4yRyBF94OxTHp/J0iM4XIIXgfQAi0hkSxB8INMil1T45vjmW2PAF5yGgwY1CmI7OeZnCSq68EorNhKKLkHiZLBGyQqebhgoPxK3VTgH5m4zLHjfmefQSaVzlyjiIdWCTs4v980vhYMQdD35o7z4vEbn/+KQCZAY6+POfk1AYUtntaoNYrhFjia3xiJ8cuCFuMrEbjdCUimm1ah40GoAC8hC0u1rlDoZKjxcDpA+pCD7gT38OOyBPnHOR4Ho8svW8VDR+0Oa2qowaONMO+6cfnecXMmBtOFiAk0CmgN4u9wooWiHPAdtlMeKU8m0xf/35N6GXIwGBx0nJJIWREFOpnPN4COmsUKVGiUWbu7vzWNwLNnfK6NwOJHGZGrV3LYJE0pnnoDYGo6RYkhmJM6NxUIR98OxuD8toJMvlKC5nlU5dpFGW6LRZl5sB+qjXE/f3V1AohMOZloinjaYVi22hUKaUytR8kdDr88FGGU0Tx8cvhYJX4v1Z5eFa0MfOZ+QOK+Xb74botes2C8rtQhuNCycnb8A5QoKN4THPvbs1PTwYwOECDN7ey24eDsGSN5qSdJrrDzItNrzscEF8MAUEfXVrkR6+gdIC+K84mQUza7Juh6N7tYbSbMVZrMRAkAvWAXyASLzI480eKtfPr+0aM0gnQWXcMFlxviALnkxmRDrDpuJk2uVZ8wVXFccI1AYoNr7AQiQxd/PIvrhh378T9c92o6llrQXpjIRuH1apXuELp+B4Qv5v7SAs3oLFyaBzEIEcsXjXTZ4ljeWN0Tlp881lq6RIaidTpGULVKgBkchOrQ6FFsPhjAfeuVyb4CghJp3OFYcDDOb8+BKkbXwjwWqbhaCNpzZc3olSDeUJTABzANpX67RIbO37nwz90V67N56m4XBPZgsYiFIgjGey5kJtSyQxsRguEibbrTsa1ZLNuh5P4JJZVDi+Wu/uJXK4UpPtCW+FMpjT+8PagAsyDTvWaYniMWo6xTwd6rJpHoTQYKC6fbSc36od/nWF9rXdtyZSILt8xBvD1rqCVJFaanIaPXEiu+cNkaA5fNvB5Ha8gIrl10Pp5WQJ1Rzt9a+47XP64JrSO8cNzslnV7DnVLC2oNGQccDOvVNGMreeK2OAIkFwT0eSfI4KPgwKEhwoiRixmNdSSQYkl0G/BMUGUhiCrVDeyRTWm10iwFMig6639tJFYiK3U+8xLu4PBpeCUHJdqUWC8S3QlHyVWm7Syy1SqYUtdzC1zk4oMpPNrLeaxE6bDBs+79tgYDKXXet2SBfne3e3/Btg0lPG2enu9RUb/hz2mQ93sofbw4tT4flINOxxex04UJxiYfv59zqY/R652cDC2+FdF+fMs0tab4hrdXFgHa6u+Te3IpDpVne3WMEPTjnDC06lSSw3CINz9uiSW2uT33046PcojTp2NKTDJxTyW7BLLsebWGQlHJz3e6fDodlyaXs4JPd6uFJxCxx2IU/PpKjAyKEANhzcCYfQAL/PxM3t9TjjRTebvGZd0KyLm3UhvOTzroIW5/NEeG8qtQM0nc2C+5nx+4EVsJUKpVbbhXIFz49XvPCtxFP4KPBcDAPgDxuQIPE0qlwnNzr0Vo9ZadAS6R1/aMsXQEEVRw5kSL1JgzAFQL69U9w/HAPmjGeI9DngTAF4/aGFwSnrD39ywnYoOt8/I1ze7Qaj00YLAjACaOawb35bpkdvWNLqFpxOTDzOCIfpavUKizWeuGx1L0AWARTUGtxWB6BSUKqwC6W9SAxfrfNKZS6bg2RzrP/xf384Pz9JJlHF0rhUJhLbUJ3Ozw4HPXkqufvhvSsYIBj0i7kcE7AlGNoGo/r+g5bOQO4e9GfncgD5yytZNo+7ujqAQwPWqVll99q8zx90v/vZeTrgx0IryfgGVOl4HNVqsQoFQiCwDKXeZJrw+9ayOYrHs604mtrnvdnnzkqFm4finUMJymIkyKUzRh3KoN0Wi966XIR4jAMICUpKprwmUxGLnXT9YHn63jq4knTO+IHYdjC2k87SSrX9XJHn8YOd31Rp1lTqLRDoeFzqdvMPJCgSaZpEmGEy5ijU8YiiZl3n9XKJOETAm3HY8Z3u4fBUVmsyvb5ln38FemoyvwWChhTCYREWc4LPmZOK10wGkskw/tVUqwXn91Njsd1YlAIOZjzexrnm96OOjl7Zbdu5LBdqj8e3EQhutbq80wtpucEJx6jDM32rpzGYd2SKeU+AGk2xTPatVJaXyQv4whcG82Y6uy+SvBVJJr1+mtNNgV2FcqLWoHmcKQ53ikxEBkO7yripMq4ptCulpiJXlO2LZw6Vq1rjFpuHiGUvwHgGIxtcPmK1TzSae2br69NLZndEeP9ZUqhs/Nv/ma62se0B7fRacqKdHs9EEE9IZHNkGrK6gRzIl7sD44Hi9cX9SbnFqvdZySIuktn69S/uy0eZP7oxuDh499lcqjKB8qB3qSzJ4VpRqSbgKI2vbGrferxr4Dmg10CFBuMbneEFGAWQ3XBs6UCOgEDrzUg4vJLNYsH2ptOopydFNoeG5naP2Q2ayzWby+3A88B6Xu+C5AB5/u0ult22KRIiYBmBu/2R6UoTm8qhfJHVZB6rsbxSm19Gs2iLZ84dXFMoEKiXh/LXyRTjy2dftSYympbzBValyWcLkZt32v/1XxsK7asDJdI+k6vM06DO2Qrt6lH9/qsjU+Ko9AtG+1o4hedLEX9ioXVGLbRQ3vgMtEwVXRuQmiN8ublVbWOg2vVHjFIVB/gPGAvs3D9jFSr4ZncXfABU+uFAEovumMwzbs9qPs/I5/esljWNetZiGV8kBZ+RzZHqLWquuA0CfX7FvbmTZnOEpw8aEGibdzqW3YIP/PaZkcTa5a0U2vm1pDfigA6W6phyE1Nv79zc8UZnu6CGV5fs6yve6QgUlgYSCX+CKF9dMT982P/yRQKP7x5579+Jy0Xc/f0RJCnUj0phNx7DFHPE62vJzdX+h0+yL5/llzd7rRa6XNuoVlDl2la1sdVob/eGhNE57fSMNTpl90dsgL9MDjOejn/GLdWI0ECdz28ErS6lUsM4XC9sVqRQRA16jEIRm0psFIv4VGLTbH7lckx2uoynByl8VLdDOTsT+L3bHueO34MPB8ghP8Hv3YlF8IUiHfQknkC73EsQVMkktVjggWcNhyixKBa0GKAQpDmdwtttcxoNApJiNr/xeucgqCoVUqkEBm7DYplUHiPjRefz9GgUC5W+WmMVK/RgaN0XWqw0yPUOpd3fAxNQa3KicYJOvygWvwS/yR1dMK/v9m/uhYOz3et7/nc/qscoMRBcXh0CaV5cSlsdBpxyKFPDs71WH/P4kfff/nvu+vbAYJwCNHC78TLpzMO9NxDaqzdVN3dep4eq0q17Awy9eVtrXcnWBY4AVnI8Y/eRHb7dEz3G5edIZEt2F93uoqp1KKMFC/AFKqZWLxk0U5k4vllh9Vu8u6vjx1v11dnhxfnRoC85HcngSEEVarTov/zeCvtZrmFVGgRI//RcAIW0VCVk8tsQpp+/asfonefAu54eNRABzebY15TK2FaD+unD8eO9LJfZ8nvehgMz1TLu6UEOVstmnwO553CRff4r0EqFbOPuOuCwYYgERCR4Kz9Y0qq2Mul9ux0lk7/O5/k7eORYPZ/K7YFbsbgXDlXIse6l2TZjME97PJupND0aoxoM6/KjuWPVikS2oDjZ9Pg4wfC+Vk9SqLAW657NwVAqFo+PF//93+6jEQ6f86pUOJAdvP3h+2C3K0kk8ckUDkgfDM2//lvzb39Pyg9f/l//4xeBcGluAdEZiBodjsZAxAczZisGvDA44nKFZ7IsHEiRYIgA314oCKCi/OM/DGIx1vWdvd8/4QqQTl+h1MyqTCu+KN0ZIvNlb4hMRHg06QgTozlurnQAsKzVb4MimyyY8TV0w7bLSZTLZh12ovRglkZFhPxJJmP8mC/KDtVLZg9WrlmSq5fdQYb4cH57B+GJXhzIX9vca7UOZ3QlzpVwOhOiVCFm+5v3X46Gl/TTa/rHH8SPHzml+lo8PV+q41NZXCRJVOnmAKXfffS+e+88O9eAqeqNeH/8q/PH3xlBcWzuN53TvZt38kKdVOuxa12uzbvCESFS5QuLa1VnWTw8eRUMoyENxjdFeuxOlwu1LRLb+PhZDXQZjs/5w1OFMjqWXD1UIqIDxGxBIBiuL0VfPmprZVqlSPnlR+v9rbRR3fW70N999KQT2Exq+/NHZbNOGfb4//kfc/kS9fpOabHPWp1TTs9bX+jth+/49d5WsYautMnNwW57xGwOgIMogEUe/yoAit2xbjKvSI9eCsUQMIjbvxBLbSczWLEUsTpmqk261fn26ATxBtbCsa3h+X6hQoinMFBvQhGs3jh7rHqlM04ApDt9r7PlNV9kIpqe65/T85XtRpdYrO2Mlzc424MU/ulXPUiSzfk6k0cXSvh4cvvb7ySATWy1+WAmwGqMTqUAN2CtfL7NTkdoNs+Nf5s4jgmFNz590Y3X86uRByM+vAVehWoHAAddMJgnDeYJwHBIvXQOFYou5/KYYGhx2Gff3Uiy6e1ycefmmj8G1TPG+TW73aFVayTgzXZ7r1oit5+XvspnNr79VN6XTwfvHgXFzPLdtaDR2B1Pc40R02l6tcyLxUheNzqZJN/dKSCpuz1mpw8mhjG6YHS61GoN9/ReAiAMYl0powZD9vW1tNvhp5KEfk9UrjC/Xb3s9gRXN1IAytMLdjSx5A3MZLKoYpkQi23n8uRkAi8WI1Bf9/cRj3utUmFl0uRikdFs8CIRAngjlx32gex24mzWDat1xe5YdHqWoMD7QxuRGNbh3DKZtr2e3WT8IJ0SxmO4eoWaS+O8riWXc9ntWvF6VpJJjMs9FY6AD3tdqeN+90f7zZ0cduzdO+NocJTPsmIRcjZNG1+qfubuRotxdfs8N7vOAMtVKnHG89EcOJMRg1SaW4Xq2uCM+u6T+P0X0afvD959OgCjB54aBL7R4NUbrHJ1PGADNLrZIfdOidnS8vvPsvvHw1SaaDIui0SvPG5yrXGi1aFDUd7dY6jaVts8FFeQFojvmb2oUJahMK5wDiYNTprORpccoQw2lsZA1xioPOESgYrQ9l5zhNNHx2s+LzXgxjj08zrFS7d5Pp8iNMoMoODHu5O72+PHx5Ph6XiCX6VOgEJy98Tvjchnl5yPX45//p3p3Ud5tUGMJZeh/kMtSaepiTh4fPDy7GabOV7nrE06v+D88z/Fv/t8Eo8seJwvr8+Yv/2q+/BO3GkTc3lUOLqaSOOAx79+8WdSfJVy1WrGfP7kAfcHJ0y8P00hIqrjJZ1+we5cbbaF8iMkliZWW1xPaN0dXDHa5hze1UBwQ6N9I5GMh/rzBeNhQAChRjPa7aXx9ifE0vlAmOMNc4916CP1ltaAOTycNRpWIRpOlPOq44VoeDef41SrfINhPMnCH1i3O2Z9/rXTs/F1J51+7lizyuC+2SGNV97axiHio1mVfmWXjVid61rTdCJL1plnFMo3mexeuSzq99Vwagp5Sbl6OBgZ2111NM7ujjR//ltFY1nzxqjBFMMW2LH6McHMbjjHBL2uNBTJlPjswv7hU6xSO4oluJmMwOMhkUgIWCKzcdthw8LRgBrGoCOA7fDtFg9GejwrUczaXHjp0SyFAVo8w+YjyQzx5l4BCpvMjqd9jy/mXgiu7vc7I0qztwNWrHeKrXc2n6ebsuKpjWgCpTdN+cKox3eG2wd1fyD++Wcb6Onp5R7kfL68FUku5StjHcxV8ZkSIVHAx3OEQn0v3+A6QyilYUZvXcgWyGABK/UxDPaGrG+r3J1ecN9/lnYGxEYHe3HD6Q2ZycwWePn7B1mntVvOE75+0H98VD/eKH79wf71o/qvfwwNm8efH7z9luDDo+JPf7C8f5TdXcoLWVK7ywIfarG/rjUJoBqF6sr7r6yLOxI4g9MrqEbM3gUD/HVnsJcvEoKhzUyOKj9+KZYhvjAmlEAf6xCj9WW1Raq36W7/HJjXx/dH8dSawQycsV0sk54+KGDnvf55t2fR7RlPuvk2zAA4sVTdGZ4zMoW1XGnz8pYL8Xx2yfs2v6xcw3f6tG9rlgXC89A1wEl/cLlQpEKSAqzF4/jn++0L4D5t9gVwFYDSvb5oPG4sR3K6ZyGzAGsgU4Yj4e2dqtEQNOricGj8O2ECIaJQIgBGDhc4lTkQu1B4IRJacDsn2nXq9fl+NrmVT6P6TWoiuuz1TeZLKDjmZxeid0/a05E0lyKl4ujHW1m9gu+1SeXiZqeObdfQseDU7dX+aCSs1/mhIMHjxoBFHq8BoF31ebFQQqC4JgFLszvFChaONpxQaCDKg95eu0kZr+/aYvW6wvGsnxK3XGTlMvRkkpjNUut1bq+/D2cfqjJYilhyHfga3EAkigEhBvkzm5fCzwsHlkv8fu8ol2XHY7RQkAg5aNRhTHqcxbhjt6LdLhTY0EB4E1xgJL5dKO/mynseP2G8kp8BZzLRjIYdk3EGSnghS0jFcJkUNZUgR8LodBpbq1EqVXw6twEn6PJaXG8wwaMAep8OTipFYTbFrpSgnnGrFcZ4wZb22AdU6+MrxlCcImGS04HWatYVRyvI/XtO/4x0dsV4eL9/88geXVLz5U0IF+hPOkOCsws1BwS63iJDqzbw7T4hU1iBUHgeX3kQDGLEEqRYFGl060wWIjyYzBTEtZYS2FkofaO1ruqd6zrXOls8vsSm0G3ty5Ypu2/Esq0dAkJlTHD5AAhovQnPF47nXAqFr+2mZathOhFGvb8/+Q+/BX/6ajkbCps1xs3N4e3t0eX1QbvHyBa2UrmVSgM1PN+9uBbcPcoe3h2eX/FrTUq+hIF4BRAYl9MUJRxBhyObkdhaKrvZ7pMf34nTqdXHO8kPX08ebgVnfWoTMKSGurzYa7ZIzc74VkOxwgAP6/PiPS5irSK9udHpQRYVCxLRW4Nus1gQ2BwriuMX55eKWAJ/eafqnR4E46hUgRBN4dMFKlRv+FIwv2BsjxQTh0cTFst2Ms0HjsZgx+McAhEm2IstDEKkg6rifT7C1aWew0a8Hlw+x/P7cH/7j6VymQ0m6MefnP/7f63+0z9n//yX0OWVDDpitS8yuUiuKinVpSr9ksuPPbvR9c4O/TFMqkAKJ1GDC/F4I4G7fTK8e+/4/oeQUrXQ6qj+n//3X//+D+2PX0J//4fmsXbBaFuXKd8q9fMnxkWNZdkTISTLHE+MKFdPlxsymwMXS3BcHhKOiIilE+WyJBSi2e0Yh2PHbNwMBajZNO9YMcfjgEAT1fp5i2vzSD0lP550ejBGyxpQcCxOxhPBVNI/ftKXKmSHayqX2+n32bU6+eqaf37NanVxmfxitrDQHWBv7jn374SgPoUq1h9eSuXQt4/y4Tm/VCFeXAtT2fVMfhMCD9iwUMUEY/O+8FwkvWF0vCk1aLka9UgDVQrxRlChNElrmQYgBZ8LEgzuanDK/Pzd8eN7abWJvbzlPC8aQ7+647V79Eh8dbzo85A7Xia0zf3tV9+ffuf98KA67fPKeex3Hw3NkrBXl1cLtGoR77S9KOZQ//JP2T/9wTca8UD+AsG5L1+P//IfbGeXtKeP7PdfeZ++k737Ir1+5J9e713c8q/HQwL2UmlsdyCyOJd05rlygzO8lEKcQLkanvO6Qyg5+Psn+Y+/GEBefcFZyLLBiHv/JIXP9/hng+HlbxPNS2Vqrz++Dg5RfXsvg8NSKI8XIag1qKNzXiS+bHW8AE6E8IZuAp2Mp48V0b/92VOuUoBO8gVaIkEAvXO7NyCotNq3Ttdyp7sPj2DR9IYJILtsHve8FiDFbJ0Apmt3BE7nePZ8PE4+u1COB2+okEqNarK8MlqQWp2YyW5EI/N+32S7Qb6+4I9/RziHqhexfs8UvASamM6iY3FUsUDP56jpFBE0KJ/BJmJr/Q61Wd9pNbDF/LrVgFSKO2dnYqgZLue26mRGo549lL+RSiYM+hWNZtJknnI4F8Yj28LLILKwkxBL+TyxWh0vmFWrAcrQsundYo5br4hCofEY3ESClMlQoMuFIhmOEqgBADhsZPM7cC7AK1Sr7E5nPAe10x6PjYEiBC0WpTgdW7AD49UFDpcOpYtH8jmoEx43Go5YNIEBZxOKbqdz5ESW6nCjj1XL49s2kgXh/huDYTqXw7Vb3E5bMBrIOy1RMc+slJmZLD6W2IIiXWvQqzXm+fnR9bW2XBLUKvJsej+V4Bby/HKZm88zxl6/tJtMo8HqeX3rLte6w7EO8G7Ub2rVa0i1tRnPTKfyC4DSjS5qdEk+v2bWW0Sgbii/oNGA0p0+83nExS7kSbGKAnr98v0JyBmoxvXNsde/XSrzRQevIJl5+4jasBzPsEAC6GyEuY8cqF8daF7z5WCiJ2SqJRIT2UCPlxE5ONpgcN7iSQiT/VIgmiTTECYH8XigkK6FvCvJ6GY6vl3O4y5OhZdnonKBDGelXCY327vfUMIbBNM33ewSxsOxK0QANMi3WGIjkd4cr8sDNm08IZAB3Q6EliD6Y6nFRgd/fcv98F72/Zfjq3NOIbeWSy6Uc6vDPumHH470RgR6d34tqtSZXu+WVjPndu10O4dg9MrlvYd7a70qC/iJfh9WpXnjcC8D4jVa/IcPxkZXEMvgemdiQOlygw3esFzZBW1qNvn1hjCVZsTGIM/rj7SKk3nRwZtUnj+8MNQ7imSOF4hSK9X9v/+9CPX8dHQCQWO3r/3tb7nRSAap9eWr6fRcCJ2CZjC9UmkQ2Dd/FNs/Vxbr/ERu9+pBN7o+Aoost5mhxKYzMFdp0zyhZaN9plhj5YtMOC+5Io/NQ7IFrkT2al+MeAJYnhD57T/mT7TT8hOolIjk6IXZuRJNk+GTdZZFtw+r1i00O0eDUxVshGPU0zO1Sj3LYCLpzN4f/5D+T/9LrVoRYtAIkYAA6Vts4xsMbu86tGyWDg20YDiUZtKk3//O9+//Wv/Dr+7x/Z9T/tmAWysRnh5F3309urvhwvHPZ5evrpgfP4qvbjjnl8+/TtIltgeUm8f99oD2TB94UCsgA4g9oCGw84nsWii+FIguZCs4kOYDBWL3LxrsM/syRGOeylXpxSpxdM4BX9noEECOQZfBEUKcVJs78DiG8avxj68bLS+UKsRgQB5ujy+Gkq8fjBdD0bDL6bcZIf9srUT84ZP76ztXp74Hz7QbxItT1uf3J07rRLdNq9dwnSbh5x9Uv/3eeHvLvr3de/rA++Hnoy8/HIKrG14yrh8EH74qbu4PKg1Kq8sZXIyXnIXw6J9JP35v+fqD5fpePjjjVRpkQPubezHEM9QhyDLYN6hDqdwq/NkfMW4fJOMfYKuQQTQBwUBJn+9pExNJTKO5F4luQdjbnK+lR0gkMX99z/u21FerR0qkV6/vJFAXn1UJYzBOGY0zCsVLIGhQMSBoEALBPvJMYPhafU9veA0Q7QssHMgQp2sesAz+3+XaBLG4uFa4fUvh6Hh8bTKzASdldLrXH9LaLVK5hB72GCDQnSalVSd1aqRkbKXTpbe6tGh83WKdstsWHPYlyOhshuyyz3pc040qoZBdL+Y2culVhxUBfX++sUYyGpZk0lcKkAjpK7HwlepkTiwGxza+1w24M75K618BJxEKo5JxElBqOklJxikBH9ZpQ/lcpESUabWueL0b8TgRBBo6NV7lKrkO1qTZoRYreBBoUMxcfgzXINC1muD6Sg/pBgSdz7FTyV1IQLttU6mYBoGWimckognYB49nPHc3EkePb3SfIFrDW71lHojk6HjmQD45njUueQXupN/nn5/JB33JxdnJ+enxsH94dXHyALk5kj08as/ODoEUz8/UH967AHT8vl23Z9x8Abo/RPaDO/dhvT60xT4LXtluX7LbVzyezUiE8PwDHXTk6p7RO8UDRLcHuGRuNpaeArEOxWZ7A3alSodoKJSIAK0QLs9rxGxD6PSGu08fDkEZ4X+ub2XByFYqQwb3HUlQrc7NY81MLE2uNLng96XHiEiJaOyz7gjGHyebXCi28CVoMW9/UnGyzuFPkCjj2RxC8QSVPp73GQgS9Lo31TLh/JQX9M8bdEirQb0833c4piORdb9/CawKIPPFNQ8wP56erzQwgEvPQ6DQ4ArtzmmL7e236bnAL7Db4C8At9P5tXJ9e3BOvrplPT6If/1J9/tfDL/8pPrle8XjLetsRH544JSqm8/LpcrKdep4TEtoB87c1ZXm63d2ENx8fi+ZoN/eGP/+9/z7T6ZPX83nV/JSlQmJB+CcyBGuHo5rbV6uDNJMTSSxEAogUqenR+Mf4Aji/QEcPEaTtEZH2h0qynUhPN49WW8ejJUa++pa2e9Lul1RPk8PhzG1Ohu+EaR5vIRxHh2OrVzdiu8e5ND+6V9yp1eKaksAgeLyb1zdq0oNpsb02h9bCafWXcG5coviDi3oLBOwS57gpsO7YXGsdYeHp5cqpXrS6lr99L3r8aNlcC4PRTDjUVNhdDSOK5QYrc4+1JtimZmvsLwh9Oji5P69KZWn907/P5be87mRLMsXy6pi0XsDEoQhvCFhSIIEQe8JkAAI77333ntD702Z7pqe7h7XMzu72tV7kkL7XrzYfaGVQgp90xf9PzrJUkQGA3RA5s1zfibvvedsNtv765tI6+wgHOXCsIBIAdu0v/9BLh8CjwzuGy1sUl4sFucrFXSmu5RfaFRXzhvr12fbd5d7Z/W1dITuMo/aDUMe28hFY+GH193Xh41ihlJM0+AFfHvW4tVbs82LufoZu3XJQYu3NFipHDFXooG9BawBsAOZCYIITH2tPR+ITu9LQDUPhlNUVxBn906Xm8JEjru0hji84yAkLY5eeIdKkwHxfHbNObvmlWosdOLrSoTOVcSpYKpAl7lc4M3pifBsNECX7COgnf/4i+K8NV/Ksyt54b/9a+l//Cfvt6/H8JNEFPdws/37b7JEGFsv0V/u1y6avGqB0a5xqgV6rcK4uRfcPS+1L/lwzkADD8/b13cb6Tw7mZ1tXW23rnbjWR6I6ItbyZcfdc+fTu+eDks1IBJKOIaHEAW9DwwE/JTKkQIRDNAJuIqnT9vVBg9iALSV3jCGVonKLgGcQXxGY3Ma7bDZOgYchi57jWPPrxdiKXwwOpktUiHgwTICpoCIzmR5ANA7O8jmJqJWj36fO00keSsi9MHFogCx2rAm87hC1Q0aWacfNlvQCXOIQ5ttZncXtDmufYnaVgD9ept3fb9SqbGbbcgjYbXCLuYYhSw9k6QC1OaTjLAfr9P3+oJoCzFASVDuADe72+8P9j+4XUSrdTwSIuo0nXptl8s5DAL8rCVUqdBJy5MTtPS5TDp6cjwC5uzwYHB396NaPY7WnIrx0RpbJuzpKfx22OPmGHSUUxlOLp2WHE3sbA7vbWOkEtyxZAiuDs7Z4wECm3G4ptC6Ea5xGD2071KQAEIznVkAtR6J8OPxxasrabG44fEwAQohu6PReYBpu42pVpKkx1jxIVqBC94NrTPlnTFZJ1fWkPUtZOfwo1g6eCwflchG4OupYgxyFrIAcP+tTs5CsbB1foZu5ZXLxuBsnQ50i5/0ZDyf3X16sLpdgiMJSSKny06ZJzLasYxwIpuGQyIdBZtlsmJtDqLZiq4UikY56Nr5+CKiNSFmx4dUHl8/Y+bK+HyFACI6X0YfawD9gq1Gu5ZECcDM4DRtziFg0WMZSDnKm4sk+0PTKl2PLzRzIu81W3Ego8SyXrD8ldZqtsLTWgYlmi5XhFJsb+YbW54IX2UiSuSTu4ejfAGyvNq5sd17IseotITNnR5UfYu79/eRUpH1h18VzQYfbFS1xq83BNvbiMs1abePRxMU8IBPr7tgk7/vEY/EKOhEkANrtU/AXYFzDoboYHAg6CHWCxUmJEyxSm9fcW8eF+8elx8fNr+8Ht5CopbZpSwpm8S2Gqw//emkVEUXKpUbfAjHz19UFxeHcPMgRM4vdsGn//Wv/pub42JRFE9w1brBZIaTzvHA9bgCZIV2xOYhFGtrdg/Z5p5JpedBs6DzMCEmOv/gZ7g8tEBo1mqfUWnGZadDcCeCsbnHT8qr+2OLHVcqCyE98gVBIEjL5hbuH46ttkngG68fF0bbX02DePzyo/Tp9TCWRGHl/GqvWFs32qbVxtFCbeX8dscXnZFpPvqieKtnrNRc9EaIZudUpiRwB2gWJ1GpG3P5aXvij6Cp4ROzJeHLZxUQDGrZ/BS04Elttd5YL5eEqSQXvGGlvg5XYbBitSaMRN6rM09C3EB0Oj0knXHCbMHC8MJhs087nOgz06vrjc+vh99+lDw/bJ01F+oVXrkwW0gx//mvzi/3x63icj23WE7OFWKM67rwjz/K0yH8ZW3+rr3cLHAuqgs/PB3Acd5ajIQnkxl8sUZ9qwTAqgFen3NbFwuQXWcXa3CAMQLv/Piy9/rDYanOSRfQEk4y1bvaubDYWLB5J41oi9th0JJglbTGd3DH62d0jQm5ekBvfaUxB1wODswfnAEDDo4etMXd3WE6zmvX0EcZwkXE6xr9+9+0dzdLlSKzXV/5/CS3m0cc1qGrc8Hd9cpvf9L81//Zl45ONQqUH5/X0+FJv22wlmfFfNPxCD6fJ7bO2dUWM5KYjqUIgGWArcEYAUS0zYMWEgIq9UfmjNaZSHT+6UX5+Qfl+fU60I/dNQyZBeonmSV5g2Nw1ekCIZGdLtUYcMC7gWgFDagzDBpNE+XKKthhQI1UGogf4mT6p1+l9fYcRHi5zgzFMKBa4F/QUotxgkSKnF+uP78eW6xT8tN+jWYMvCBAM7w+En+kMxBA6rfqgOPCFUSrG6pUhaDNHU48vL/RNAlyG/5GLEWevxzCtRgsXRc3S8+fN9HbVKHd34lq1dloaNrnHgv5sZEgLuieclpHFcoOm2MccON71zqZbPDooEulGFUqBs0mTLW0mE6ij4/jUbL4ENHp+iTHH+A0NJpJpQJjtVAsZopcOnUsHtdqph0Oajy2lM2sg8512OlKBeDmuNM2Lz0hbq2Nb4hGRcv985zOlcVR8T7h8KBPKkMXVkLqOV04QC04DYt9BGAa0BluOsjNUlkEI+B00gCjQTkBNO/vd21vfzAYcFYrCTS4TDrmcc3brXMWM1qDzOejo3VvAhSHm6DUDINZhGwyO2bsHqrVNQNp4gnSAVKDYbbdTgL+AHsdjQiajeMfv3penuyfXpyfXly1ijTkX82lDwvZY6Oeu7GD2z+mH5ywNvcJ67sT24cTB+KpfcmoyUYCWEikFv1BdNoACDgSmQOGQ6otarYEoMxsnLOyJVwqP4U+9PANwoWZLKN645DZOuLyjkHouP2jEP3w8+09BITM5Y3I6R3OlejlGgcyx2Aa3txBZIpef4jiCxFAOzTOFyMZkiuMzdXmWzdb2cpyOMXLlNaD0QXwzmC9fUH+2zaTdzu7XTL5iN1BLZRXiiV2PDWdzVPszv6tHaD3gVod/hIHMZrMMMDxgQi6uF6ptTjZIhm0EogIkAAuN/F78aD22fbjk/zLV6UvNA7XBYoMsr15wb57Xnz8tAwAXSwwrcZBySESC+P+8TfN3/+izGXwKhXy7feHYIdd/nGHBwOio1AUlssbj4+nkAnwtlfXB4Bij0/Si8sdiQyRKj64/Xilpt9on5Kq+gDL7B4SgCC8+D7xIpP3gMCBFwDW36eVQVmHY6xSdaXe2siXFutt0eOr5OFFXG8ug5T73gqkdbb29UdFOAq+Hp35BSoqVbnAgoEwDuiwUuc73BPhGAPeBxgikqCH47RKYzGeoe4cIlINsn+COANYubbr4OS91Y0HptzYRRqXe//tP+pff68vNVbBazcuNu8exWBaXW68y4Xz+WZiMSa6TjNI9TghTDFmG8bhI3hC1GQe9ebAQLsHqHb49FUVCFOPxO+k8g50Lut+9/JmIxwhPNyvffm08+2HvYfrpXKOXCvSLpr8RnH2vCo4Ky1lQ0w7SANZd9AyUUuxr6uLEcdYPkyspZjwbTPDva4sn1eXytlZu2XQ5R4FIYkWQ4iirXbAtJWqfLBHheJioTSfyrC+T/fVmnxQmmmIEM9QIDrlDU2q9J2BCLFQ4enMveH49OvXbbd/BAD67IYdjPf/4a8HID4yeXo2zwXmBv4D/wsAXSwJkglOPr14d3nUrKxIDhC3c+D2hp/LTt3dLIYD0/EwORok3t+slQo0tRJx2QcMauSywYx7+65qrHRgIh2YOi/ybNqhiA/n9w6U6yRASfhok63HH8YAsKoNXRbHmETxXnLaYXJgzXayTIHR6vDhCD+Z4eVKXCBgowUkJxZOD/Sv2z8EjhbiNpqaiKWnfOFhs73LExjLl1ih6Ewogm6ATKbZwTAZDCLgTrbA+vTDzsOrCMwHHGdX84kM2oQe7EK+zIA8TedYtcaSWPJ+dw+Vz6DLQEAAhIUjbJV6GNSGTN5nd+AATCGDgK0B9CNRFihNpWpILOkULCFm+0jjfL5YZQajE8CakFCx5GQ6R7y6FFTKLEBnu6UfADrgnTRre9WnHaCivH4CvCH8+8FB595ep0TSb7OR9/Y61JqRSnmlVBI0m6JCgbu7i4CuB8GOzmR6GRbLjNfLAp+qURFlJ5MuJ8vtYnk93IBvMRRY8rr5VvOsVsVQK9m7u4S1lSmhYJzN+EAmIisCjMmwsLsHphx9KqJQDn5/Zg0ADa4aXoCGA0UPrhToLRyeBSxOJAQazYRCMSISIRsbaFFf8IXHx30H+702K8NmYdmsNJDPdgcBBsfmRI9QlO10k0GEAYy+tVdmRlLMbHnR5kYLWHp9aBNRkxlMAycaXatVT2XSGZt1XqdmH+xOSQ6IBzvToqXBlZWReeHo6g5RtE3kCEZY/M4FUf/q9tjaVr/GgA/GuOnsMro42on3eIlOB16lHEBevorQenKJiXBiLJIcLTdJYAmBkLWGXq1+AAAaWMjlG3mbO56EzNEZe6yO0X/+T47753Wd6f1vf1f/2/8WBfKvNuY3thFA8x9+Ulxcr2ZL9NvHldtnUTxPLjT52RrPGSR4wjRw5bmyCLRPIMqp1jfzxRVgjGicm8osogXXs3Nff7efzGHPr3i//ll2fSsEW3r3uI1W6M+x6q0lQGfgg2SGAtEcTeIgGyF1QYSWKyul8hIclaqo0dwCcQQapHFBv7jlAfF877J4/chrnc9JjhCndayQYT/cbqLmus4pFSj398JgZLxQYVzdb3z93ennL4p6Ay3m+a//WvrLb57f/ur881/sldoSeHmACbW+J1/mmmxjMmUnZJ1cMyBXD4llPTwBotKPebwkyfFHkCRb28iJ7AM4R+A5iA84JcAFYPL25QakGaAJeO23GSGQyeBO8OjCgwwLLAKaitEZyD04Xr8cff5BAn/540+yf/xne6O9XCwvRBOsH74p//k/+y5uNjJFVqbIMFi7TfbeU/2HcIqssw4eKz7aPLjDk66VDWTv+EM0O1esC1MFPsRTqsD1h0lm+3i7vRaL0W3mMYtxxO2Y8nvwIS8pHKDY3VPeMEmq6jlWdHlCZIVu6FjWVa6Jas3Vy9sddNvn1Vq+hG4jvrpdzRVojRrrsj13d8Wrl2cSoZFmmfLlaf31bj0Tnvn2JPn5WZb2ke2K/rSHWAxTfYbBpBub9uKy/pmcn5zzU1MeStQ1E3QRbEZ0tX84TAM/9N1o+wNkCFNg3ESSE4uz0N4otXmXd0Jv6nZ4hgCDXL7h63vR3//FfPuwkS4wwYaDvStWWf/T/+rKFCjovPcj7/yW9V/+3QoRBVR3dr7VbG3n8ovAuHAAr6+vIUf7iM+JzyaZBm1X0D9ULhEqFdz//h/+n34USyXI5hoCFt7l6DcZOlp1rkqG/P513apCMoGxchx/W124a6xoJN3xANlu7SqUZ8D+21wDMgWiNXRq9F27R8jeEaIxDakMA9uHCJhib2Debp/d3Pq4tYsYraOQXPBncNqgoONpQiiOqopYejyemUzmcN7QkN78we4eyBaBiecAc28eVkGeA2SDMIokcOAjg7Ex0B/ARi9fN/7xXwzX98vfAfpv/2SwOgbfnnGvabSDgJignW9uJa+fVCCQ4TWg869/sIOeAPcGMgISJ5NFx+Tm9ujrDzqXm+RwEoMhMDSL0TQeLDWgf65MiiQx6Rw+kydcnC9UK6ygD+NxjqTiZFDQemXnyREil38EGY4KTy9gHBmELVr4exl5q9ZNsFrxe/tAFf3A8VbrONAk8E2tvoY2QkQfH896PbNaDUF6jPH7uHYbXa8lG3Q0p50X8K4EvOse1/rBAWVzg7i+SloSTM4QESwG2VwlJaLH2zudqxvI2jpyJP5gMA84PeMAUwBiYLwgrYDSgAa+l3OwWomFwrrDQQZW0OunPB7605MKjnh8Hk4ARLRSMQmKHtwzYP2pok+pGdQaRuMpnttLBYAOxeeSeV4sw06X5mrnK/HMQuNMUq7vh6ICX3DB4eAaDWy7bcFpXykVVF7nukrOcliE4n0ih/Vha2uKyv44uzTCWhzGUpEJAkKeRTiLnRwBsnPQY3YQguE5m5MAltrhmjKbR09OOpBMEQ8HuKpgbCSaGrt7WXj+sgo8fHmzFk/SFapOuEiID3Bb4TgA9CQ4MrcPc/+88fi6bnZ8tLk7bx6XHl83z6+XgOcfnnd//ZPq5k5UbbLPr2erLXqiOFNozAYSeIni3ZEccbhxviBZbxoNRhj1xirkSSI5e3W9B0c2ywOJVKyR2zdoPdL2Ne/p0xbk3vcO0Kks0xuYho+OJoigs5zeIbO9B5IB9KbdgYWsfnqR/PUfHOcX2wCR8MNam1Fq4Ao1wuUd9/nLSqVJSWQx7QteITd70dz40y+G3/5oyCcp3z7vX18K/vwnxdXN8r/+t8DZ1VqlsQz3OBBgFosbyeSSVjsOmgIsG0j1QpkL0GmyDYNuDcWoqdycL0IHgD6Sdiu0IxJ57/IaWpAIDuA2kP+HEgRUP/zX48sBHIBr6BbKPDsYwsFYNZrzbt84jBhwns054g1MgUsolOfgGsMxImBxLInuqARmghsB/wX8BGoIdB+I+lCI6vWjtV3eHlxSQglsPEs8v11KFqmVs/lyS2D1YPxxcijFWN9HvFGyzjIChH/7fFSoCWIpptE6fHGxGQyStKpewOhElJlLcwtpXrmwqNKiPbxBONfONuHqdObJcm3NH6KBsi7VBDd3O4CDFtCSli6QitHE1O31Qi41Vc7jbq9m2zVKMTPVLNOumvw//ii/qgnP8out7HzEirWDtTKOxBwYnRhxafrjTmzMjnWph7RHXbKdDulel2SvW6XA8DmIxz17sN9XyG+C5zWZCBJJL9yLag0NFdCMb4k3qDd3AmS0L/lwDlpjRzoDAwUZOPP86QBiA0Lx4WUT3VlXJoLgyJanAen++BcDwD0oR4Ae+WkvOHr4arNipZJ3YMzTCUq5SG+3mJeXjEIB5NuHQo5ULjDcjuFGlbu1jiSicIFCUNDNPLmWwrVy1PvG/G1VkAtSLMpR6QFyebYIqiKRIqq0HwCg1brOo2OEL0Aub/aYXAStVKka3Nzp2j0YYjCQZvNEsIxw+EDh79Ait/UFUNBocwx/r9GGhBMjWhOyL0FAFbUvF86uFm8ehKk8vlibARf462+HIKpyZTwct08CMAefftz64aeD8+sFwOXmOb95Pg8Je/e0DlwViuIM5r5DMTr1B9q5Vt/YBpsr77FYp9yeGTh8fko2Jzg734MDBgctXfu2kRjAOp5A59gBoEsNtG5wvkwFGrh/Wbm6XSjXaM0GJ5shZVMUr2tUp/4IGH3ZFIZ8eL+f2Gqjn2IwTBoMuEh4YX+vl8dFQJN6PEyTCafSjJotWIsdC2kbTzLtzkkwc3Bu2ewSgKZOh0V7CByPScSDANDourdjrFJOWhX27W1hRcvj0hPO2hpJKCQuLk7RGV1MRjebOUgkwgVOCVcR8clHubIHjCZkExgI8QkCoKE3DsCnAANdXh2+PcRnwBEKzYXDHJMJK5P1g7fQ6SYsFlw0yjOb0WqaIKvl8oG3VsJzxYrw7HI3HJtVqIeUulHwpmj3rxgpmqFqzAOR1ILGSNyXDKv0pFRu7+xCWyjK3J7VYl5pMS7n0oqHO18yKnbbRU6rcHdvmkBFMCSkawTpnUDovA9cYReLh8wuIHY3XW+ZcrhIHj8ZoMZoHtLrB8ViBAGizhSJhSoFXqQL2PsXwacfN0BB3z5sVesCXwAfjODB+1/cLILBgSCAGw+8Dcbq6bMI4snm7oDQ8YVGcyUa2LpCiXF5vVwoU/Ml4uXt3MXdXDA+bvUOqkwdMhVydIIuArW7MZnCHOBLsYK2p0ymqFfXGze3W+UKv1LlpEvT9Utq7ZxWv2BdP4oa54uJNB1grgpePkUDS/jWPwnd7ASKo9rkoN3E89xCiffwdPDTz+pGS+j2AgdgQTUXathkHlNukC9uOZCroEra5/MBLyHip/2nfwocHyLZOKWaZ337eujzjhZL7K/fTkq1hb/9o6dW24zHFy1msl5H0GlxZjNeox3WGfq/M4Tbjy1W510+XDBKCcSYnhD1rZMmy+mj6K0YkA8wvsk0E20a5Ad04yTS5ObZYrnGi8RnEklaIknxByYLRdb5JUAtxeFGHxmZrAOA0fD3IPQSaSpIRZ2xDz4RMiSRAoBmgtN/6za98u1H3dOjtFZe9vvxDucoZGC5DlwoKNSYV/eiSIaYrbKLjQVXEJcocLLVBZML07jaAHTOVxevHw+K9aXm+VqhsoAq8SgDFGs6zclkuIkoG45UkpvK8jPF5XhmvnmxD25Ob8HmCkKIG5mi3x+iwDgDiwBAW519gch4MjNdrdJaTcbdLe/qjFUp4JtVar1MDbqG0+EZi6rHDNmiG9aAsNpBrMrugGXkeBPRHb9zaQc9+lGbYlAv6dNIhnVSjM/G29saUisoJAKiU6PrrB02rvIUrYUmkw2eSHveqjN3aA3dJmufxdGXypEg5EKRSa9/DIY0GiOHwkQIIY2+ByI2nWMAkadyxMs7/svXNXB7QJMOdJ8CE4y2VNYJgCVaRba2kFMZ4rD2xaPYXAZfq5JaLXI2O+52ddRr1PvbFb9nvFHly0+QYo7xcLseD021Sowvt6K/fDv+45fjx/ZaOcYOOcgu01S7MX//uJ7K0lXaLpNlGNwSOCejZfzouAN8TCK7sCfu4i8ie4fD09PI6emU0USQKXp1hkGzbVgiRdA24aFRQFuXvztbwoFQhW8hvC9ulgFzQQPdPS+2ruiVFqHSxpVb08U6GETq7fN8LD0FYghSEkYDJPbZlaB9uZgpUAsVJmhtGARg8UCIiO7hjjCBnMwWdL4RABq+BTORzvBBUNvseKNpUnLcpdWNxeKcbG4BMLrV3gLXEs9QoylCOI4FfYYWpCwS46kpX3Dk5nq5UmbVK5xygQXyuZhjndUE0eCMwTACjvb4uAfQ1malFgvbBj1JrcIB7MpPJ7a2P0hO+iIxTqG8Eo6xQKvBQMEBih7dHmxB+1VqNTjpySjatSM0f7g/vLXRL1ruZlCR3c1pySFDIuGsbpDX16kiEXGO08/lDS4vYXi8bq1+Um8e9gZIKl2fxT7k8o7BkEJCBcIEuB02BwYuFvxTJiP4XuwwEGAnEnyPhwoK7HtJAPj0VGrhe5E4wGufnwboHAyhk4RuH6nWXAeZEoAcKSzEs7OF+kKpuegKEBw+psJAPJJOyJQEu3s+HNsJBLdsdqHXvXEqY7gcq5HQnlrB0KoYFiN3Y3OEPd/BWuicpiA4GrK41rO2N7S60w/47guzzM5ptOqpGweMAgBts01oNH1IOo82FWyec8ESVpq0h9elL7/bAjuTLTBAK4GCS2bQRfjlBrpF5fpBAAe4sMY5A5QpcDgo04trfjKDL1WYkRg2nSKWivRUClso4m7v5x5fBWfXvGKdlSujCbN3iJBpaKnSaoPn82PyRTp45HyOcn21/HC/dn620Drn3jzPP34TXL3Mn93zr55Wi02uN4hzeqeCUVIgQkSnKxPE7wANKQpiARzi9+cDAPc395sg/Ct1fuOMf3Y9W2nNJHITcJLtq7nvNakvrpZUpz3JyJzXgculZuVi5P/49/TL4+45yNU4BTgDjOftw0kkwpfLxne2+sBeGXSUo8MBmbxPbxyC3IN0iiSo0STD7p6CAzRmuriYK69EklzA6GCcBWzh9qKGGjRyqcYGHef1j6YypJvbtfaZoN0UZFI0u23A5RwOBibMlr58CS0jcPe4CzIqnqK0L4Qw7PkiF6xfo7n2+CS9u5dAxIfCDLD8oSBdIe2zmbCxICOdYKUStHSGXqvzLm9E5Qa3fibQ24atcFZRhtGBjaR5yYLA5kEnbN1BkidERjsS+Qil6nKxspRIz4EzAKEEgQuew2bFBfz0WIx7cye7eVDmShu11lEotqgzESPRRZUas3fwUWeEqCUBS0H0g5eCXIWQ8PiHSiVqvc7wuvtMBiSXIZYKNJ0SiQVwBkWnUdntNA4b5J162ceQY7IQo8v2EM3xOwBu02m/Wtwl3+8+3RtUiKdO9rFry0NO64poaQiMIX/u4+Eedo6F+H18sbhvZQW1rlb7xFuvvPFACJNMEwOhiXRqppBnhAL4cJAYC1PtdowvQIRbUKrMA69Hk2iF27d1EZMW+wjIKKttch3E0Wk3kOiKCFEoO+z27lBwMJ3EFguEeo3UblNKRVw0MvT0uPTbn0997ol0nG7Q9NRK/Of7va/PBy+3G3dtQSlJjbiw6SC5lJzzW4mHO4jPM3V9sw5u2mAajifYMLYm8xQg0fomojFOta/Eaj1WfDKiUBO4XCQaFaLFiDcRtWYAbAGYcWCdZJYAgRqKj4KjhZRsXSw8vuy1zpdBDkNugnYGgI7nBn3RjmRhqHlFalyQM8Xpt1lB8FLEQBj7vUBSscIJx/CAzsEoZM1UMkMBcgLrBvFjMI6r1INwbs8v8r/85vryVQ133+1By7G+LZMYNJtRDgNZHQjS0ApEcTq6U7zEBqOWK9HfViviwTaFohOZ9IzTMQDyORLEOqxDRl23SdNzevIuGKRc34jfVl7PGg3ETHrt+HhMpSJIpZNy+aRYMqTSTSdzy8XaeizNjyXnADottnH4RJCrp4oBiaRbLh8B+WwwYKPRefHh6PpqzzwXwWOR1eXRg13K1jaJJ5jgL07MC8ZneT0LwsGNLeyyqE+uHgYJcna1qTX2A0B7/BOnKqR1LgBVZLWPwUdEY+x8YRloIBbjp9NoY4d8XhiP8xxOosU6bTBi7A4CmAmAbKdr5js6wwEn5nATAKNBRwfCVBBkiRw3lplL5jkgerSWiW1xn2i3e0HUwRd+EKz2ibZGt3amttC6wbi19RHx0fTe7tjiPCI5mjAZaNvbfQDHGwcjAM3zoo+7x8PHqgmVAef0M+Bt3UEiEAxaiMMy7HChu5Mg3ZA34gW3uADqGAAacO3+ZRnMozeAAaRA60VdLH1//JTKT8Nva2fUeHY0X50+u2G3r9jwx69fNgBY7x/Xzi8Xz9r8dptTr9PaZ/T7R+7Tp6XnL+sO39C+GDHbewE37583Lm+FIApSWUKtyW612M0m6/p6/vFReHe3fH7F+fz71ZffC+vXzFR5Jl2meyM4tb5XoenaO0LgBfpEKUuF+LO7By2OXodn0OYaeJtNmgPUDsWw6GqT8IQ3OHJ+M9e8ZAA6lxsorwADFSqMs/OlP/xsjofYrw/Sdn3l2+vJdVtUznPSSbpW26tU9bHmkHhyQamY3N7s3dkatJm5Jv3cmqjr9HQYpDEoOAOYmgTdYBlx+9HVkUB64eRsIDqrNWFUhhGAv0iMAjiOZkuaiO6MaNDtrt54ajoSmwYnXsyzo2GC0z7i90GIU/I5uj+AA0Bvn68CTNtd4zDmTvekWtsHpv7LV+0vv9gfH09LpVWIG2B4t4skXEQADmzG8XScWcrNFXKsQnG2Vp+PJWihKB3E2uoWcigdWN/pVGintWYi+lg8RD2SdZ4oe5X6YYVuKJKacwcpgTDT8P8v68EdijtPZH1ON1rdPFfcrrdO/KGlWHLd4xMoNUSLhbm52YVO5J4OmcwYl2cqEMYlszPfV1xEEtNwpXB1euNHhQpGj3DWXkwlKM3qYghMhheXiFC8tgmXeTQdodaLPLd11G0ZsxtGtLI+yc77bSGyKUA2ljrn5z4opIztdUwmcQJfrcZFLvuDUNAZ8C0eHvRtbiKQP7n8fDRBcXvG/MGJTI7icA3msrRqmWuzjPjcuHRiVq3o399DS/QGQ1RwHugTs8osBIwvOAksDs5XdvpBKEJsjnGPbxpev37aLxSny+WpWnWm1aRdnDMvL1jNBr1UJNar9N/+rPS7sdWCIBFmtGrCZmXly8vJp4f9v/3R8PPX00SQpDz+YNOPFhK8dm19bw8pFBcBBcC/o41j3LTd3Y9GE1oOV2skeAIcg4XkcLPlysmDw/5//pdcrb4HvgT0rNdPgBND+6jFx2NpTDyD9QSGQX/UW/NA2yA7YLQBguNpHARzqjAZTg5my1PNS1oii1FoEauzH/2DOBm1d14suuA3hO5lB98GGO3yjcA7g6GEn0O2g2putja1uhHBEvog7vvcoNWKNxgmDw4632psTfp8dK+PnEjONturEJbp/Gy2yClV+ZU6FxR6IkNMpAjZPKXd4kcj2KAPk01RYmGCxdhnVHdbjUMe9wzgIJhOs5moVGAK+Z2dnX6FAieTTbm8/GBkye3jgJ032gguP63cXAPZq9H1wzjAyewfoCv/JJLew8MesbgLXee307u3MwSZCAp6kdfDYXfPL43hyMgUEaGw3s/Nd61uj23tYniLyPbBu9r5ys3DLqCEyzsBl681dlzdrcSSZEgoAGi4qEh0NhrlJBIL+bwI7lGlgpayAgOBNmMLopvy4FtAZPjL74c/QEWnFmuiq9vDVJYL+fW9rzmkvD/KMDvwktPB9f3uhbUPTD5CmUVobITJ6Zjjds5xP1JpCG/+3dpaN4+HzLIRuWzM42bL5GMyNUZjIZ1qsMeKMY15Et7EF2aWm6J8jZ/M0WGos0Ue2J1YglEsLQNhIHDvvcFxyLFskfp9qhAIHMgcQLB9Ifr0VfzTL/JvPx+hM4c18uU95/4T5+qRcfsye/vMa10xa21GtcHK5MgP96svz5tPD2v3t4KXZ+Hry9LTE//xacHjHwBkbJ8vlCqsan3u5dP2r3+S/vwH8fn57M0N/MHi3T3/+mru8WHh+Wn5/Hq2dcPIt4kWf6fcgGhtvUpTr1j+4UTZubaFAEz7gjg4MVBwBkuXWv9OpUM2dhCndwBA2WzvAdNdP2NfPyyADwCygQOuBU77+h4oZwH1fUVOLMw82EbKOUEpO/94tZuN0UM+fDxK2dlBgDCtdsL1jcJmYem1NKmEcLSH16k466IBnRaXSHLAtL6taSHsH4F7mtEZRwDyjPYptWFiT9whlndZXJPJDMNg7kObFsaxueJM65wdjo2XazQYnN99Owa1nk0yrMZBpRxRyBCtquP0tONY+h6tCxgkxJP018/SWl0EifTWRo8Tjy+ijUK8c14vC45Maunp9qSSnQ+6cF7nZNA7HQqAPaSVy/NG04RaO0GiInCwOWirFP5i16KwQ6HBAEYL15HDky6NccJom46m+Ke6UalycGkd2dr/cHDSK9pCjmSDaiMeYH3/cNxq5x+fENUapt4wdyQGv0nkoX0rOlGMlvUbTWNODxjwiWgSC/br7FqYyEDeMgoVHlx7KststIRoSeUM224fdzsnIiGiwzZmMQ1FAsR8mp2IUSKhGY99WqccFu92bawgKwuIgI+cHOKMOs4C76NeO8diIA77olJOScQ2ladoZ4b1dcRmI6RSc4EAweefSmfJpSLD5x3NZxi5FNOoHQi4SeXcslmL0WkwwGRokTkvWsItFEElv805Um3M213DoKrAcoG/gUBSqD/85//Fdn5Fap1NNRqEdot21mbUa0Ci5FyGpNMgt1fCgAf/w6v6+my/Xlr12kmJ8OxPP2oebg+TEaZRM+S0TOYzvGyKY7dNH0u6UDnmIEvlg1Yb9UQ6KlhAQDYqldP7R0Nrmx2i9fdSxfjhcf+JdOjTZ6NoFdnZ+xCNzX354RSy7Pxa0LqcrZ8xSzWGydaj0n4AKqrWBajyDRKAueG0QQ6DGwjFQBdPxFKgUQYOxIhS0wkAFInRQCBbrBgIURBfcHUgIb+v2wOc0pt6tYZe8B9AIaeKPvlpL6Chw4kHNb21ja58gLHNZJYBubJZIWhM+JXThQNMh7eCaLe70M4y6H68MM7pGfX6JhIpItBwIk50O0aDvqmQHwsKWq/sgJgEgjw86gDHA7dMcjx0c6MRi8csFrZSTXJ5FuwuzqkGJ5aPHJz0q02YRH7e4pgAO+9wToO5OZF+PD7pfHvmMHF80q3TTSwuIJvr3bKTadFy7+ryMJ2CLArHMERkFIfQuIhoZ+BYTTiUTXEFiHADCcRJxSpfoekMRvDVJsdk6wbpCQoayBjMk9NFAAgOBJjoUpbUAqAz6J5whB0M0QEKC8UlMKnw2u7AwsW+7WqhAzpXqms39+LXL6fF6iIcIJxB6qYLS6E4z2idAQ0k0+E3xaM8Uefc0kfB2ohwc1wgGubNd09No107tnc6V1bRhSKg01Pp+e9Fq+HfoymeN0wJp2iQOHDOj5/2y83ZUo11cb16fbv9vfFeo7FdKq2jwlYiQ07VCAhSveWdzow4vN3A4XAnINkgrC9ulm8fV0p1SjQ1Uazj8/WR+uXkxT3l6pEJeI3uArjkX1wtFQv0q8uly/OFs9bsp1fRl8+i2xvO9Q2nfcH79MPe8+t2ucquNeZePm9e3sz7Q4OAy3f3vM9fVp5fF87OqHd3c4Dp5xfMxg0j28Rb/N0qS4crjA0kKODNQwkmoKHTOwWRZ3ehfhAUNASfPzyWyuOv7uebF3PALugUcwGbLmIKNVy+MpMvo5QDP6y3ufU2L5GmxuO0f/oH33/8W+3f/2vh//1/7m/aG//nfy/UywuN6rLROPr5iyadhVu1vb3Zj7ZvOCKB3ZYeMXY3J7UaHOQS6DKnG6s1jG7vIUYLRqMfOtUOwiGR9x1Ju9XGUW+YBKwGfvDiZilTIBUrpKfXlVqTDpf89iRnpVVfiIdJkQABsDXqny5k2IUCkDbp7Hyr0RLB12+/09bqa/EEV6OZjEUFNitNejLusANGc0xGktvJLKaFfvuMXT8R85NyKXQjcihACIXIENAADVQqQmOgAD05jVZVhhf74v7NPYQ+i9aSl8gH5OpRm4e6sIIsraFPweZFyNHp6NZRn1SHlagxGAIyTUD29vALC30i0ej+PgG+7m5PcefeA0Yvgk7Z/gDprdb2qHUdwIje8Hi6NGfxTPnj9NrFRjLPMzkmdZYxk23M5ppQqDpN1iEQd+hCVD8+n+e1WqvRGLqty+XCGQ2TytOJ46Oxg53h3e0hyRFmeanDoGcsLCCh0IpEgsll9kIBoU5DOpagra1cLmo2Mw9UdH2z/u13J9kMNZVEi9NHAiSHeSoV5TTy6xHf3NWFrFjcABkIphWdOdAPA2ZZHaNnVwKXbxjQDdLg+m4NNPXRCfL8SXRxg6s2BoulsXIJX8jjI6Fxt2PYZR+6v125vhBurSLa09FFDnJy0JsMz//42SA+6gQtn0rygwHGqbwXeP34+B2QltfLcHtQibS69m519YNI1Lm53qeQE4TCDpliWnwyIRAi69vvzQ6Cx0+VyvujcX4yLbi8Ory83oZcU+sRiNif/nDQugAiGdXoe0AOh6PUVGY2GmOazONqzYDNgXG4prT6AdnpR3T2Xj+gMwweHqHNee0OHBhztNmHBV1ECGAKEA8A/Ybjgw73iEr78VT5MZ5k/voHcyrNQ4v9O1DNARgEgJXNLlksM6B54SqCQRZgU6myeHm9ifa2jzKtDrzFOgVKH26c24dBp7gLzFgUH/Bj9JpOteI9yGeQGsoTxGYaNujHJJJucDwQLWvr75rNEzYb2doZVKjQamhzfIQxB2q3V6YeP1aPqIzjvhAKoCBQYnEWwCi6uD46GwqxAU8B1Pg8RLTyTiHHH+1jIB+XlgZXdyZZC50AiLtSjNJEsvjYejtlS9yxe4zINB+9QZzW1ANEgjY4dfXCHfeHpr1+HFon1gXHjNtN8XppEB7ApokkD2QySGZA52xuAd1/6Eb3u8HfJ9PsfEEA6NxsbYOCBvkMvjmVY0OC2zw4T5BhtJKPjkcPT8Z3jkcFm92sRYS10DEvHBasjnEWeqhshM5GNne65IpB6WkP3KZwlFwso12qQb7c3G+fXa6Wazw4yUpjFtDp8XW9UCWBJb26XQXbVK4K4NPL5Y1MehXRm7rXNtGFrmr9e735g8neEYyNpXJEyECIklMV/LATGNsfGXIHeuLZYW8UiRc6stWB+gXh8TP6BOPhaf3ldQ8SBgC6XmXnMvi7K97T3XyzRqrXyE5nb6HEuHtYQ0G8zCjXGPf3S7/73c7FJat9Tn154T89cavV6ctL2tdPS+eX9Mcfl89f5+OVmUAWX2oLSi1hLMOFw+nBByLkYHgG/AtkF8hhyLRciQICuXXJgq/J3GSxNlNqEEpN7Pkt4+J2vnnOD8cngWwKFWbzbKlcBdoUNGtrPifpX/4eiIfov/6ovqgLv74el/L8XI7/+58t/sCcz8df4COHe5OSg5l1IWZdiD3YIaBF8U3YZGrO65uRnvbBIZF2avQjOsuEVAXo3HOqASmNsXknswUWsPenH3aAOVK5ydevIvAKrRb77kb404/Ht5cbqRgNZHvMT/Tax8H+1+sit2emWlvNZHlvRcWwIGq2t5FQkF8u7ZqN9L2dAbeT6/OgEyabax/5dETEQYwKTLu88XgjLuf5fg/e5cIen3QYzJOb28iBBM5nhL+EgPnaPeo/OhnY3e+AxNjYfbe29W5j54PaOM3gIAeyYTofEe50HCrGhNudUj1eaSFPU5CxCWR/jzo328egdy7Mj3A4vVvrUyLhMJuFgFnb3vp4qhhQqnvkSsRo7QrFp+1+rNY+afIQjW6CVD0kUfSLT3vXdxGVYQCI32wfyRRmwSZncrOts7Wbh/1QjOQPE9FkcFFtVoZRT9eoyABkoDdnZxHQngeSgVZbotFOAycd7g14PVw4ggFeLrdyfXXw5Yv82w+yL58PwFzXKzyQ5D4nPhfjtUtb9dxWNbflsjONBqJWiwFVCJxarqxeXu0+vhyARIU7Au4KuDxXooEUNdu7UjnM1d10tdGbLwwVC9OpJMZhQxfzquQfpBIEXkgPu15uNXoFVnY4pJCMH+70AIrJFWhTYwAyeH8QrZAmwAF2G21np3d9/aNovQMuZEnwUXyA3dkcFa10iY8n1VqKUoPfPUJ3eNZba5sA69J+pXosk128uduD+ISkK1TRKc1iZdYfwqO1LNyT4P0BsMBon54O6vVTcvmIWNx3cNANNLm19f7kpN9iIcCvgJvBb4HwhEt+e6KKAU0KNi5fZgBAOzxDYDpNVoD1D8EwGaQxQDPgcqOJlhMAKf3WYGU1l1uNxRbAtAF+gYKOxunxFA38YqW+7vZS9YYJ+EdwJEAbwRAhX2DHozP1Kj8Vo/rdU6AzitnZeBAPsR2PzcIbmkw4kI3LQqRQ2J2YRFZWu/cPMcurXQQyMkNFNg76TtSYPWn//kmnN0j8vm8I1D1Ye7ACgE1vHTiZQCRwvUrFpMvBUStJGiVzY3NiZWt8XTypd7F9ySV7cM7qZzpDDINr2hGY3jpE7J4xh3fc6hgGfIDEh1vscI8B4L4t2UQXDtrtRDBYBsOkQjkI30LqudzEQJAC42wwgvmYcrgnghG0ZwgMEdydQlEYjDC0xkEQHIHIjNY8fKLs1RinxCdjQlHX5u4QZwWZE73ni3p4K/1cwdDsfP8sr4fN/3BwPKbWY03WSYtj7G2uEpvOMS6uVxrN+asbYaPFK5Sp5RolnZ+KxMeyBXwyj0lkMeU6u1Tlwzh7vJRwhB8MzSM218DqNrK2heitHZ5gfyQ5Wmszrh8EVme/UtMBkbQvRly+wVgak8qjT76unihXL+Ta+XT9nHT3vHR+vZBMkcMRXLvF//xpp9VgxWNjZw3GRYuRTY3m0hO//SYtlynewGC1wXgTLJAeuFxpulwnFEqY61vm7S0jnx89OyN//bp0cUV7/Lpw8cJPVgjBNDZdZoJtkWu7QOyo9T1O30QkTkhkZsr1WZCojTN+IoP/8uPm8+flepsGb5svA4j32txIKDb486+y10/idIYKjqxU5tzebd4/7D4/H316ltotGJ9r+suLpA5y7HwNxOzr81Eiwfz0qkilBF+/WOMRUdi/opTNiAQD83ODB7ukVVH3wWEf2u07QBGfdBntUxt76Nopsxt7ou5Bq4xqBjSGAanivUKDACvcPS57A/0uX+fdE69WJ2Uy2HKJ8XC3BWo9HqbWikv1sqCQmb1sryaiTJ1u6HsDHqdzWqsdPNhHLCb8xup7hQzL5yJ0KmI2sYOBlZ29kcWFdwrJtEFGjAcEN23pZXs/HmGF/GRgF7Cr4NEM5gkwHL4IXabuNznxDi/FF2A53dRT5YjeghUfdx8cd7kD9I19JJLmb0s+7hx3rx920jjIoWLUFeGs7nYSyYhCyeLxuolEhMl8R6cjO1tT+7tTHA7aMUss7gK1aLQMagwf3P6RYo0dydJjRY4rQtmSvFtaR0zOafCARsfo4TFQAqLUfYBbForOgPhKZ7iFsiCang29PbX3hTheH8duZxl0FJVyencHfcbNnkNsTsLmFpKI844PO1XyYZuRGPCxsskFYNaXR/HXzye1Mhckm83Qc90WljNzfgf2sr79cCGuplfO6wd2K9lup4TDs/X61u3tydX1Ub2xXqyge5TbV3O/+3UXiNxgfd+65ABSp/MTj6/U1tlEpYKtVWjZFMluHlacdMolHWbjgPgQ2VxFWtXDJR4inEfU0pnD3dH9o5HFFWRlHV3UvLffw5tHJ73D0bmNjW7MFFq34EiCmecjq8IeEH1UMtiRYQodWRFBErH2DhGx9F2ttWywDMVTHKVmWK0bTuXm6q3FfIUJjlCmQgIhUjBCy+b4DjcOXUovRZvmgU5XqSa2NjtWRcjhQb/4aHBj/f3OTodKNQY8J5X2bW0hUumAw4FO9wGDwgDGk3QQJb4gVqPvCkUJTg9Go+v93sTS5Z2x2iajSUY6OxeJo0+l//ybN5lEd1s4nTSTBW+2YMMxoB8mnF42v6LRTm3vopUolCpUvCvVXXbHmELZkUjSQgG8xTSUjNMKuTkfoJtt7PS080j8DoT87h4I53cPj9q1tY5Ycn15pRN09OpG17II2dz/uLn/YfPg3Ymqz+KYAOyLJdmZPD8QpoZjjGxhKZ0VeAO0Sm3D55/N5jaqlUOLha06JaONPZffS1TTqcpW5XzfEaRrbBhXiAQ+u9Je3DhAnL4REA2gNQORSZCVFkcvWnPqrQapz09zOGaA0nS6Sbl8YHkZ0erQXQtv+3RGQd9IZZ1AQrEUPRQj25yoUbbaCXBn4UzgNQxIrrgAQ6fVTzicNK2WuL8/cqokCnc+HChH1Raa0kg/OJne2BvdO8bI1dM2D93lp4Jic/nHfWGM3dsP7u3mQZjOEUtVeiKNC4ThVIcd3k6VHtGZkUhy3BcZgWTxBvEggBTqIbsT2JSJHCsQZ6jf7HqvMCHh9ECphW/fMn/+y2GqMOPyj57IEbkK8G4K1Ec0NZEuYEtNUv2aWTunx3NTvshENDVTqfMvLoW//CJpNhmlIu72hnNzyQZ0LufHPr9yY5Gun39e/cOfN54+cx+/cOOFQYsXqV8RW9fku9e5l6+LAMr/1//tb7RINgcSinTfv/Lql+RwaiScGk2X8HDSZleHPzKA7nIsTALJ1Nq0b78c/PZ37c09cPtIMDj4/LL0449b9/eLV9dzhSKuUiH/+ou0WRP+D3/3p+JzmST7/na73Vr44etRucSOhPDpDD0cxFktfekU+fVl96y9aNB157PsvR3EaZsSH7zbWkN0qvH5WWRnrXtVOKZQcJ2ulf3DMf48AjAXjLMgFHZliCWIDWUZjjDe5puCm/q2IntIo0ciiZFqjZQvYBOpwUxuOF8EoYTJZkjnF6s3l/vF7BKcVSHLj0doJsOAWd9fKXADnmml7AOIEa8To1X2+Bxkq57idwj0KvbwICAm7ac/5k5UTBa3Y3dnvJg9DPkFXtdsIraUTi0AsoORr1Y3wBteXK/fPW/5IzBQlLun/WpDBCoAnBqoEvBo4JFB1ar0nbkyy+wYODxBgN59EbJS04+Ws2gJQkkKiF+Fdnxrt5vNQRt+C0WdKysfZTKMSjuClhVPUXIluj885guNJjLEeJrw62+KcnPWZO9V6TuUhi657r1S9w7ENUROODwaCo3BhT89bmVSTL1mMJHga0w4k4tuclBPtRj4IKsLHC7tbU8E3eUkhELUZk3Urq3GQhSvbTLowp3Xlu8u1n//Wfrbz+qvj/ulNC0ewGZjMz7b6JeHvaBzslmclx8gl7U1tbhLJ++3Wt5aLwdpABCgklrtLVBPMsV7uHCnr69UJ7WvWd/ntyGQilXCr3/ciMUG9Fq0EEcmMms4HZMd9TutMxJxh89L5nLfTMPJNJ2ErMyPcWd7bJ4VnqiDMovMLiKz88jKVt/e0fjC0kcGG+0nyZpFgER3tgZWVzqEwGdHA243A9ANrZEfpYPWhmEHLI6mCC4/JpllKrXdexIEsKlYF6LFo1VD8tPRY/nww9OpP8KSSDuEawj8I3DA9h7aW0OtxgCyLCygzc8AU0SriMeDtpGemwOtChKY6/cz4Ccq9TCMp0LZC549FmcBAKF19YqLoBMFQkQs/1htCprXy1bXkC+KL9eXQHAk0wKNYdrjZWUKa3YHVanF2uw0s52q1uFdvlmwZUD2OuMEnEmmwHV5ptJZdirDSqdZqRQ7FmPCWFnMWJAXWkNnKIaVK9+5vJP5Il+tGdrcRHh8xOvlnZ5Ora2j3bt1pqFwnJZIzwXjDE9oRqL86AgQi41VvQ27sgWKsBc+fQmo6HjQ5eV6/HylclqmAO1COpZNrG+/1xgx4eQsEJhE9l5j6PUEMWZnbySFTeRwlSbj/IZfb8+BSIIgBImJ1mZQY8Bz6PXT8diSyTgD0n5n5z1qSgwTIGuAdSzWKaNpAl4AEJudU2rjsNWNjyS5dg9VLOlXqiaTqZVIeMHnnXM6GA473e1kuhxoqSa1elym7hYr3hudE94o1eyetHimwml6sjDrDZNSxbl4jm73jziCA6kKrlAnRzPjNu9HV7AvlByLpqfcwUGtGS6nw+IEl89L5NlwUTJ1r0I9AHdEYxrbP/6ARLKT5XNauoqLl8aqVzOlc2LljPTpd+v+6GgwPuX2o+WV82V6tkhGAbpIjKRw2Sqz0GDHcqS3UgP0Yplfay58/mHn4mKu3aLd33Me7zjtBvHqjPTjF142PXD/QH/+NHt2SwLdnSgORAuD7QdaqjQKQHxxw4qlhv/2DyfBUJ/FCvd+6u6Fe3HHLDUIzUvGyw8rdy8LZzfMx8/zxcZU/YJ4fkdrXzPKDWqmQEplqZkcJZWavLpkt1vMUpFYq5KSiQm/d6iYY/ldM8+3Mo9tJuAmVYu8dILUrHG8nhG9ocvhHI7GCKXyLEBzqzlfyDPiMQLoMsDH05N3CmmHeA85OfwQcpH8LrbJwGPNfhQsARVzNHrC9sF7iaJH5xzXOsdl5r5D1ccTXY8jgEcb1bin5VLE5ugLRceSGXw8NZXKTQIE5IuTodiQxdbr8WBzWUG7tVsqol2ctdp+g64vEiA0SwseK0Z+hPidmJAHa1L3w2kbFES1lKySMZh0ZGN7XKpm4RjIgYzK43/0uZf1WqpSgTWbyB4PvVxZATwCUwlY3DpfRisz1Khwv1rngm8/KW9uD/KFBcioSJx8dbt+dbdSrjNrbVbrcjaWnqq1uOdXonCMlC2wbh9XinVGMkeVaTpt7hmnj766iZycjni8s+ubCNzoXJkBxuXqbqlYI+fKpFqLU29zC1VKtUVvnnPhyFcZocQk4KDV0aHVIeHQQL1MfrkXfft6CGbF68AF/AyVbtropJvcVI15UmfFuIPESIIK3AapHgwS41FKu758e7ZeL/LycXoxSX+6XG2XZitpai1LL6co2Qi+ECe3S5yzMvfPv1NE3JNJP3F3BallOD7LeCk9q1J8VGt7MlkeWFedfhTAWirvsNhHzPZe4JV8BY0rOKptSu2Men7NTqXHve4+m7nPZZ1yGvCy/X4BB2GQEeESYrPNgPLd2+s/EePZtM6VeQKbOby2g6fyPhAYCGUOoc29Z/E755eGFpaH57jdi4v9K8v9e7tj0uOpVdF7NgsRCJDvJT1PlV0e33QgDAKNkC3R45mZU807bwgLQ70rRrwhhjvABOiZX0J0xhlgx3R+1eoiKvWDO0dILMV8mwyEj0C3awMKw41Ge2k6J0AR7+2/8/no+/sfWq1dkwkrlfUCdnt91FicA5cPLxJJDlqWOkAGkrY5cQfi9wABhTqvcbVodPbq7X3eCBH8n1I3IVWMWhw0h4clVYzLlZNaA2X/aOhYNqY1EuDc1IbJE8XA1j6SzvE8AQIgLByhCAWgH/jVasVbrUS0toFnNJklgIb1BScrdQi8afh0rRYD6AZAeXD4AYYCxiGTp4OvAspXGvv25O+sXlwkx1Maxtd33+0fD4hloyeKiT3x0N7h4OZOz7Lo3d5h/6lqCrD7SPxRqxvyBYhw+UB48CnpPNkXHo5nJqOpsXhmIluCEZ4BgLa7BwzmgXh8XqOeFq0gmxsdaLFpyRBacclDB88BNGYwjusNY9/XhhuMmECYfqodlGkGdBAMAZrRilZ2FItH9HqKVj2DrsqXYTVKnMVIBoD22GkOO8Htx+psvRb3qCcyZXT2wZB6oxh/HOsO4YIJij824wxOOEODwfRoKD3hi48A3nqiQ/ZAvzM0bPMNaa1dCn2nytjnj1LA+Nq9RJ15EtDZ5iGAQYfYQO6/rN19Xjl74F488S6fucnyZCg5XL9g2Dw9yTypVGNDDkNaQlZHU5OJHMHsANadiWbQoumBCBmMUjaPrrKs1XmtJvesNXtxzrq6nL29nX28m316YDequHx+vN4klJv4cLI/WRxr37Pb93P1C/rN88LzZ2EyM/XLHyXRBKZQJv/0y36ugstV0A0mlSbl+cvK46flizv2wyf+H/628+0Pqz/8svL196LLO26+Qj67Evz6R/nrJ3TFSKvJqJRJlxfsWpUS9I94XePSo45YgK1TjFj0o9EgMejDpOIEq6Xn7FwIMjCRpMALOIIhnN7QYzIPBnzToPL2thC3DWvSjh5sI3eXR7mkyO0SzFAQKh2xuzhu/xzY9s0DxOwl2MOUI03f6gFycNqDtqFz4PW6caWy1+PDQyoCIHr82FiSnCsy40mCzTVgtg2qNN1OF6FWXysWlkymEa2uJxYhZeKz2QRfLRvc20SclsmAB69T9htUY8e7w0fbYwfbk3QqMst9z57vGMEiO2ICmYKolaTtzd71tY6jwwHgcEi8THb+8LCr3thstAVvKyvQSlJgl379k+7+8bBUQYuZwJn8/g+yP/1V9fhp9fKODxIyXUD3Cp9dLkcTJEgY+K9chfznv2uKDf7Zze71w0kozinVNy6uJCCfs8W5KqD5NbpgERIgkZ3OlWjV5lymiD45vb5fhrR0+gej6en2Fffhefnikl0q4i9ajIebxUqJUcgyG5XFSlGg0oyaHDMOP8XuxbuCOMD9QpVTqnLrDUE6w0wlaLUK7/Zq7e569ar1/7H0nr2tdF2a3lbOgSJFMYhizlESRYrKIimRIinmnHPOFINyjic/5wn95n67Z7rfmZ7B2J6Gx3AD/mrA32zA/gH2H/EqnQEKBM+RRFbtcK/rrtp7rdXHK8Xb7Uqvxigl8ZX0fLtMA42+6Qqer+StIvX33/Qg0x/u1Lko/rYrz0eJ7Rr72xctNLXXj90oB3KMxsg2x2ilzsbWAtZI2CU/ckGamz3S2TXz80/Kf/jHw1++b9UrSwYd2lGhY/2Ex7pgNxNUqwji387OpGptTL0yJ+XP7KiEyzLaEnuILRqlshCFiTiiUTp3gMEZUG9S1jULGxuE7c25IyPF5Vja3xtVKhHoZi7HB/0CmA2G8VhxpnMJ6HKmSGl2RBc3Km+YuL6NzPZZoNej4zmMWxMc2Qq4HILJNukNE3RHfUDQBtNQtsDTbCKPZz6fFxSKAhDcY9swfCZAdChMMRiHL6+2XO45y/EYkOCPxBqRKAk4ut4Qvy/JYMCbYIQInA66X+8Kr55Ww2ncsXvYF5m3uXGHpimrcyEQYdjdC7u6YaBX0CapAu3qRuFHcJJH1mmdcVRnHK7UpfHUUiROBtyD5gWNs9tnHQ58MMAAeM9gfbrkcA8lsOcxIlDSekMKzikaZYFMA7HGU0QwYb0LLHmp2da/Z0AGe188R8lUWE4/6PLksXMOgN0TWNraHRbLsGfdEjnSHk5A+6xtoPdVKKMuz6THPwEd3eywzq8FuTK2eLxYwyVzY+nCVKlOLNexlPHByCx0gV43rtdh97LDIbbNOg+25sctclDkZIoejVFBoOHE4ELKNZHeNAgEZnPPQcSy2OehEbZ2x8FHarWze3vT+/tTRgPOYSf5fUuhwFIwSDnpycKp+UAcH04RXcFJd2gikiaEkoREjh5OUiIpcrpES5WI4cxkMDkZy+GKTVowOWXz9btCw4HEpC827vCP2ryjrTMpeFmLc3JjDyuXDj0SSlAB5NG33+/evMq6N+yLR0HnhhHJjQTiA6XGQjQ92eyxTi8FINAvH9U3D3IY3+nCvM054Q2RgqBH8BqhZPJs6AAMWBILzRb37JTfbi2d9ZivL5IPL8Kr88XXR1EhP91u086uucncFDD460/qk0tOvkoEGG+0GS5P3/3jSjQ+VW/SP3zSlOqEehuCIRYJnz4sv+eOwST7lz+oW2f4dGmwfb4AEwxL8HQjBGz/wx93v30FLOVeX3EgMIBSV0rEWHjGdNDnd+EdlknQu1RsvpQnN6r0dAr/62/mk444HMVns4vdrvTkRARn7nSO6vcReHCHdaxVlRTSHFDMVkUei7AMpnmdgQCvpmMCVindTTh24bXmcWeEeuicNTjmLG4SxHyYJ0eGyXxWHAzT3AEy9K7LTwpHaQmwflGy0zMNiP2ekHsONLpY4JXLnE5X+PCwkUmwIl66bmtIu9Wfii4VM2yPfdpsGD3YnTg+oqiVYwtEBA7a5uOtbE6TGAgw6thMUa5g+Q1g5B0dTcAkzGRZPt/C6RlWMf2kx+5dcHMlQiyJe98vI7l/0oAKQzx7+6y5f1Zc3vFePytOzihAHN1zEFlsr+NJjwNMfXrD/N1fDH/39+bulaJY571+MXz4Zm62FZW6sNLgnF1LYTCAnQL1hwnQaDNhVDh9CPQaVBuYJZaZap+zXz8rXz8uX9+wW8353/+28Z//g/35UXHe4592hG7nKOBPNEEpVNgVrOgJnKrg9nH55U39+Kw8Oxc36oxmgwle5+1Z9fK0encpbleXTutMEOWXa0ysny5lANS3p4JcdObjvfLbi+aXj9sg0xctXjFBaFXo5So1X6J8+roPV43VNIkQTJa+WhMsBRDfQqNDuX0SXN5xSvU5eA/neXpK77aXamVqIkLAlmbvDm6sohUpslkWQgHB7s4cm4FYi/3LItLeulQpY7E40yIFgbTUP0dGPPEU6DWFhjQblJ2dRbUat7o8qt3HAW1ZzHN2O0a76TSv2VzxBxY83lms/nSdi6VwCc/7Q8TmyWq5sRyOsxMZUTjONVnxB0eTiSxHrED6IyDrPneQANM1lqRbbJOZHM/lIQKoajRIpUapNJae7MCAZaGDT4bhV65AJKBUa0IQbsMRarUlwAo/ktxj68beM7o5vZNYYjbvLFBz51IezSwc2Qds8AlBEtCiy7cIccLhIWkNI6oNpFxHqwCe2n6tYejQPGF14UGjYfwnUiynZ87qmHR5Z0DUnK4Zk2nSZJoGUI1EsKV+IM3Q5qHIXDJNdnunsCohaZbVOg3EChEFeud999BSKof3Bka1BhROzDTa4KS5yexitsBJZligjzYXcWOnb0WF4Ez29CNOLzanlBps9ZTJMgAXaHUMhmNYsrbTSyypLLhq0I10YSKVn3wfnIx0ngCIDc11eDB5bCFAuM3n5OEQ6+hoymyegvP5cW8aNBrAHwTaZp+MJhaN1lGLawauFL50Tzd+YMRpNsd4ArS1M7WzN6PVzx0eEczm+SMT7uBwcl83WD2RuYNzIKwOH87qHncFZsJJEsS8WJrl8hO9IXKuws1WGCDcdt/IDym3eSbAOblDU8EEzh+fAhPji077orPeyKwnhIdOB4iGvwW/sn84iB4+KUsn1EQRl60Ro7lpV3ggGB/NliEC4EBAcyVivrxwdSeDWVSokHyhaePRlNFM0BtmwYgdHI77g9RiUdRoKjxuXKmEFR8rF2mNOu3hAUPpVpP09qgEem01OOdX8nSOVG2xz+9W4EQz5aV4mlQoMYArn193ylV270z+Q1+u7oUA7GDVv/68Dbh3dc8H2PnrPx/cv3IBwz//rPjtT9tfflb97s/6//o/R25u2Z0uuXWycHJCaTZJ9TopnyOEApPJGMXtmPa6ZkFz/d6JYoEM6hwKTwNPhWMkiP9eHw6Gzt397s0tVi5Mp+0DySsVhdWiOB6mZRKco4NRl4Oo2RpIZCW54vKhaWZrbwgow+Ikru8NHdqIW4aprYPpPQNOqRnA1hJtjsbCQsPRgt5IBE3HjgPCvg4HNg14JFPkZwsslxenOxyIRBefX7QfPu+fnEjctgXLIfFgd8ZrX2xVle3GSjy86LTOhLxLQR9ne3Mcxoc3xI2kZbtG/OwCMhiwLUkbmgGddhwr12sYAycL3FSvK4CbGicwXgWZwly2OF+sUlzeoVKV/vii/vRt6/F1BRoWAlurR3l4E8Fx/yJ6+7IGP3p6Uz1/UGHZ/n5aAYhuXbDt/n6dGUHwB9RK52EYLBWrzOsH7MEsllj5Xn5+LQax/v6bFmYauJl4emprD+0eIPBYf/cn3T/+89E//rvDpyfepzfx4x03Eu7PZWZvrsTlEjUWmf2xTuvqRnJ5I7y84T88y758UT8/y29vxc3mYjY7W6ksXF0J4GjWqbn4zFWX//OnrV+/7LzeLV91eRdtzlWPc9nhPlxKnq5ljSK5U1tKRybh9fOr+m//4u5d8GOpmX09Csfm3j7tAT7DTC7VqIUKEWLJw6sURhRAFhznV1wYMJHQcBz+vCmo5tgH22hFgnY3BiIBodPGMR4ypKIJEWd6a427ImTQSdPKNbZItjBHRFM4xGCN01kji4tIIp2SSMZ5PCTgof29WZ+XcXyMA66ETnE45isVeShEtTtmiiU+8JreMOgLkIIhZjIlOraTFavofQs4ICE9meMX6yJoRmDnI9uYL0xWb6FIjAFRv1CURaKscllmNk+YzGPnF+vd3kqlxssX6cEwTqtH2AKnFOnmTm0+7tcdYJWgMznMzIE0wxtsMXiMALEhmWGAQHtCOIBWu3dycx9bf3lgGgdyh1G6ox0CITbbp2VwVkoM5A9MIwbL2HsqXZY3SIuleB4vBYTJYBoBjfZ4CW4PHltecjhlOJw1HeHe7+3izZbRWHwRQgicmNM1dWgY2N5BluMRLPlncT5bwmVLM6UapX7C8PoHe2e855f1i0v52aXi+na93VGkcyxoIvPxpPF4yuLA2T34ZA5kDtsOVqzwPL5Jq33IF5xI54jdcx5ARiw9enHLPb3CNtNVmsSTHhPsXSKDM5gQGI5kkndknNnZHnTYFyJhdiBAA/INBEnv2xcZiSS26jkcWQCXA9MTvgLE0WCZ3NgZ2Nod1RvmNnYmBWK0qhqBNzrDvNFCPjTP7+gmAOcVKqySGQSwvYMhk20G2s3lnw8nluA/Q1Gu1UFyehZTeUEqz3X6Z63uyWCcEoguBaNMCMPZMg8cpD82E0hMJwrE+w/rtQ5WbePQMgw2BUwV/Fq2KEcwGwG8A4kJb3TM6u0D5M6WFhLZuVB8Mpmf8wQGnd6+SoN2diWCiGRzje3sjG5uza4oh0QSrOqi2TIXj3PyeREAfzEvrtdklSK2QPV9gvFajaWb0+VKnlMt8bDcK1k4M3Y0xQAj0+is5srCzqkqmWL++pvn+mbn9c14cakGEQc0g55rddkvH9e/fN+5e5ID9LXPFgH6sFV017RCbSaaGuqc03//F13vAjwUvtulwdd1Okunp+yLc2GtwjjtyO3H4yH/vNM27nWPV0oMl2Pw4ADmEgK3+PCszxeFYLcjERr4Mo9nIRlnr6tQvbrs95LNR5O5FG9nAwV8FHBbgRgTG5eBJcxkraNlFdKb50EuxWt9dD7iSrBCVmrVsGZteGN9dGt3bnVjWqGeWF6flK6MCaSDkpXB9a2xHf2ow0s0H2MpINxu0sOD/vxSCePYbJw36yk+O6dR2rw511+ebtVKklSS1WqowDMaj2Yvrg9Pr3Xq3YHVTbS+PRAO84qFVZgJXs/ijyyOJvPIwWF/u6O0O2DIUoBJE5nZWmsJ0Njp7e+cYogKbgMczNuX1c/f1XfPwqsHzodvyxDkvv269fmn7ddPmoeX5ftX4f0Hwfkd1x5AgeQImLI9I4rn558+qDNFksMzCsG12mCA7p9eiFsdPvDvp2/bbn9fpghftwhKfX4rfPmsun+RNTuk6xvW7S3zpy+Kr59kZ6e0bmex3VqMR8eq5YVum/H0IP30afXlWXx5xby943z6rADifngUQD/GYkNwYJWbe0ulEj6XnL09E319XQc5rhdIlRz+tEV/vBbXi0R4/3wrbZQWvryuxQJDWKbmc04qOwWG9+pOCvMznpoDDwFG+NiO4unZSmPx8laEeYhbUavLqDZptSb18+f1dHLK7xls1dnNEttuHDk2TJRzcp+bubs1E/ApbBbp3gZLuymkzY9Oj6K9XTGDM7FAQdSlPmBnOmuAxx+hMxCNhihUxOVgERRgTacb0WAdTTg4GAv46TDALJaGtA3HAACAAElEQVRpj2ce3lhteI+XtrICZDfvcHEsVrrJQnF6GCDQII61ttgfm6u0hEBkIIu7+sFMVpTOiJ9frPEE//Jy/+5OjyWRSLPsjql8Edt9mkjPZwsU6BGHe+ikKziyIPifH+XfkhkSDIlSlZkvLQXCM2bbABC0K4A32UcPzANbWkyFRXLsFca5ehMb2wemUbtnDoQbjDaIiCuAs3mmWr21bEkMIl5pqGx24uYWcrrxLi/e68PSVths+MODqa2NEZWy70A/YbPhnE4CcJs/gN/eRVb7yMYmlmcOw+roVDKLLdjNlachrj++LJfLxI9va9++bD0/KT++bb+8bp+eLjeaEpCLeIoRilLfFXO+UBOe3W6fnCnbp3K4qHiKCFdXqdMhGINfBLnvXjCu7rkg0+0zBpg8IGtwkPs69J7lQ+n3LWF3NvxYRlOfj4ytSvTgsSTykYVYglQq8zJZBrhbf2A+HFt0+uaPjmf1xinA0P2DufWtccXqIHanZaVfvTOxqZ+BY31/dG1nSLUzcGCe0Wz378NVO8lAb+A/wIu4fUs2B918vHhso3n8TAhsEOrAAXiD9HRWmSuoyzVVpbmSyGG5J0GgMxVS84xb6/AaPXHnQlVvryazQn+I5Q2wULJICCYnQ6lpm29Qb0bhFL5Yo1ldfUdWFIxNuHwDZhuYLBy0BbzanFMKeZ9UOiYQ9LM5SCrHIr/LTfH5l+IxYTolzmZF+RyvWKJXaouVGrVSWqrkBY3SciLMcrsooTAbLgOMg844bbYTD49mQzGOTj+eL8idLjKMQuBxMGgQZoOR2VAUB2Pu6lbROePVT+iPb4qXT8sPr+L2OTVfmak0CU8f5H/+R8P9k7hxQj675Dy9rtw/Ln/8vPn12/75haLVEm9vo2AAXCExn2c8Pm76/dM6PbI5ZvNl+UlvM5rkaw8ntrYHtLqxg8OpXFYGthRirNU6p9ePWkwzJuMETCqDZfzIPgWRHEyW00uVyBGdg3SmBcX6iFQ9xJcjrhgT6L3dmd3NidXlvm3dvHBlZImPWKI+vmyIJURwCGRILEeanVHAYcUK2t+fCYW4gEUwmg36hSP9Ujy02js5aDe3KyVFtSyvVmXASl4/+dA49uGr9epxf3UDGazjDj+2xKfV1ISCTBhqoRBdrYYYOf4jjW8yRXtPS8KotegwRk8vhSDTwLl3T8swGYCdP/20/rs/a0Gmrx94p9d0UGoIfoDDNw8K4OKTU+rpDePmWZQszbavgKOZBhuKZGaeP63V2vT3HZsLP5LJweTPFWnRxNzljRxkrtrEblUBy5zfii/vxZd3gqtbHqjtTz+t3F0zKsWJkxPCzTUL5Pi3XzeuzujA1N+/rv7ud5rPHyRnZxQ4gLXbHdLzi+jqjhNPDwejqNEhXd6yoWezadx5h3t3KT6p0fKpmWph/qLLvr8WRIMDfjd6e5Kfdxn/5V/cqdhopTCXy0w/vUn8EeT0IZMVgUafXUrghCPxmWhyGtui8lF9fS87uxLePMixezuNpXh83OPCcj1fX8ifrtX5BM2oG4DY7PdiS7MzaVUsotrRkFXLBOIs4rPH97VsKh2tqQiGIw5PMCCRjej0iwIhWlGMgDrDodVOupzknR20tY2i0SUQBbttAbwOYCaMKxhgHg99Z2dyf4+g11Lhb9c1M2vqUat9KZ2TAVilS0vgL8tNwYF5KBRnGMyz2ZwsGOScnOx4fcAfoF+b4fDikWlUs4FAU1zekWhiFktq2OEeGBFETYsNwVXD3Kk1mdgm7yIVVLve4oCNsLtHvIE5b5hoOB5Z38HYee9gAFsgv4sAmYFVzfYp3dEAePZQggx2O5ykJHLY06qz6614husPMzunew4nGeZssSyNJ5nv6oyDiaPXTamUAyIBdudNuz9qs85Xqwqfn7CnRT842nCEju0D/vBIKj9ZaeG7l7SbR+HTq6LXoX/5oPz4vPpwJ//0tnl9qSgXGY2GsNNdzpd4WLL8DD2aXqq0Je0LVa6CrYGLJSEgLcIVlao0CLrNDr1YwwM4n9+wgOQanUUYk0B4sST+0IjCEWqrtVYuKwCcASVTKS6cMHSNzT4ZT1DTWVo6i92gj8SI7zvO570BosU6ZbHj4WJdfsaOdkah7FeohlkCxJUigQLxl7FDokZq7ei+eUZ/hNvTTTrcII9St49hsZHAFRlM87v7cweHlEMDdV83B0KPabebemynhsJKp0t8bGNYHZRj56zNOwYCna2SLh5k1Q47U6ani2AIOIEwO56SVWrbyBMZ8cXGIplZswtt6VAoSUgXyKpNLKWDNzQWCE9gWxJC46nsQig64/TMcVgwCofYrAE2GxPonf1xk3nuyISLRURgvQN+RjTKgKAUCs+GIzPpJCkRYrbK6x4bbWdrwulg6g6IUkUfVkTgELsVEEvIt/cmPH72zv5kJCL0BxhYLcs09Ud6z1pDcHG12uoIK3UmUB6EynBixOJAkeTw+Q3n+aPi9klyccsHf50rzHfP+ecXkpcPW29ve8UyO5WiwbQJ+BcKRd7d7c4//XOiVhWDI0vlJLtaLOfGKsCCEYc1WVRYq206nTCXWAo5grlkscwqsAKJpOVlrOqdwTq6q+/b0UGsmtNsDXBgNmqGFjlo63Du2Mvc1GJ+cGNj8OhwxnSE15lJbDmaoSISB/EVQzx5P52HaFy0sj4uWx4WSQbF4iGReGB5ZRhQKxwWaffIB/tLsZCqUdYmozKfdymVFFbry073vDuwsL6NCnVRo7fijc43z+QWJ1a2pt1Wp9O8YlHidhMlEgTeuXWiAL92e79Rb/JhTl7fLUNUy5cXnt7WQDdfP60/vMq7F6zrB9HT2+rdsxSO2gkJU9I72fUdlpb64UV5/SB4+aJI5KaunmUnlwyAaG909NiDbB5UalANZlRrCasNTqFMv7pRN0/EgGbYA8b6IkwS0L7nD6q7l5VGlwl63T1jVqq4n74p72+Yzdr058+yX39Vff2q+NvfjC/33M9vwt//pvrrn7e/fpJ0OoRWC3dzx6zWZ54/wOmJ08XxcLK/c7H4+EEMQJSMT7Xq9KtTfrfN6rXo15eCu0shzOqzDj3o77s6Y0dCg3//xwO/F8H/XF2yAd5NNpTMTZyc0sHngu2zOlD3TJhI4+Eav/68hyVWPhW8ftyE46TN/eXn/U8f1i9OBc0a67IrfbvfvL1YrxT5mTQHIDebk/r9HCEPsRlokYQcNqFOT6KzkCfAb7R16s2x7d2peFKxuT3hdrPW1wc5nB+rxSf29/tgsL2+Hp32dr0emttFBc3a0KBjC9HpZDAZiE5DPDZSKCbl8jGpbHBPizNbF0ArXcEph388kqIq1hDgmNEMDlViMOClUlD8wWwG3k8Am+dyfPBMt3db2DZu/2ChQs6VsL2R7+nDhiBwwjWedAGiqaBiF9eK7hkAKcEbnLLYRv1R0pFtTL2FjMcT0RQ4Wjb4brECguJq63T1yDYSiM33rpTZMstwPJCvckCgT682vSGq3U0+vdAB/ltt89e32lIFRiDh6GgC4FS7P6Fc6eNxEByrK9hibXDVThcOBBrUwGId8PgmnZ5hb3AgW5o6v6U/fxJj95puBRc9+odH6e2F4PpM8PKohF4IB2eKRUalwk1n6IUyt96RYanML1YzFY7ehNx+UMMRuBa4LnBI0eRUrkQAz5QuTIGlPr3CnjRkCtiGCQBtgPdyRXxzo4XJsrfXv7WFrNbpQIAcjdGcrqlShXPSEZcqrHhy4dg2CGru8YHZmtAdDIKVyZVk8Yx4c2+cJ0VSZZ9oBQGN0YVogYnwYJgAy3b7tccQ0kgWGyWRWi5Xt/xBAfbI6hC3uT25qoRYTtnbJ6+sjqjWh6FzwSQZjihaLUMmnQbLxeUjkFmjdTCYwOVq5FBqyhcbD6eIuQo/XRB6AwynmxUMi5HVh9zhYSBoX2zSaEN7BhgWo/kKLZKcq51gBdP29VhyW+BZpQoZTRNrq+M87jBpAZFISChGEBwicT4QezKpgJGnUqF9LXaf631bKvHDm+H2TF9IrMYDUj4HbW8SojG1QDSwsbsgV06Il4d29glr62NG82I4pjg0kkMRMRg6h3M2mWQVS8Kzc02zJbfaxkBwQQ6gV7JFYrlOPemBXqvePqvBVt8/r/Yuxf/jv6Z++vXo+lZ1/7SLWb+SIJ1hHxiHLJbJ88utX37xnJ5vBIOLdse8yUbe2puWrWA1alfVQ+ubk0r1qEyBdvdnNzexGzjH1nm3h2w+nt7ZQ+ubSL6GhMsIlDGRZWsNQ/JVpN7uW9vu3zocL3U1xZM1vgIUfOLx5aBRx9Y/GZ3z3FWks1M0hzhbgBPJrYiVyOrlylbHVRsLPOEkhYLYnCEef0gqG9bqqHz+kM0iPtDSI4FVr0sQi0i+fg45XRSI4cWGzO7D1zqK1pkylFg4vVmNJkkgx5kM1+HAgQQkEsxWaxX+GU/Qf/3NUSixnl62z6+Wz6+kwMU2FyrVKLs69OvvDyx2dH4t+Id/coBe/+mvllhqGuS70qD99d/5oG39QdzVrTIcn2h06Sen3KfPmrfvG51rXvkEy1fV7DHShfmzq5XO6Qq08M2dutmStjsKeHN1uwLA/ud/sD69qcBpeUMjVw+y7jknEh9pt6mF/GQq3pdLD9VqU6enC8/P3J9/Xrk6I3984T/eMX/+pnh7EwE793qkT58Vp2eLZ1f0mwfuyRlQ20ixgbt84F7c856fVk97vGaddtJitFuMZnPx6oL/5Yvm6UH++CivlheKRcLDnfTHDeubG0GtNQ8SUKoTgKROemwQ5ZcPGwCY9RZWLO3zN23nVATsD2MJEOziUlqrUk+7nLtr2f3N6u35crfBj4XmTEaUzy+BrLj905k822gcF/DRztZYNqvY3h98eDX4I9TayUq6wLc55m7udCwOshzjc3mZyTSdSvHBRIPBtxxPVCrScmklEuaEQ+zDgylQLq+bGQlL2Ewkkwyz6EgkGl1bm5FIgcTRnm762EEwO8aKDQ7grc44ajomrKyBpiyqVIM7O+Nm8zx8VCzGBk1cX0fGo5FcHlzwaDA69p6xXQgyDZgCURPk6fFF0zvHqtC+ftyGzu2cviciLzOS2cVUAbvNGIhit0fr7bVSXRGKL/kjlECMnMjRCzUuiHK6yCjUsIohAK2g2sWa1BfGFkR3z/cKRYVWN2I+ngzHFuEawacmEtyLc53HxVikoEJO+b4AfLrb1XR7qu6p4vxSmcpQTi/kuSL5/TEA9eSMdHHHeP288vZJ+XgreLkTndSo5x3OX/5o/vX7YblID4VwLtcElhY5RNg3oGyZU+vKNnXI6h6Pp0nFCgN6EIzCkQXBwI4kxs9vePU2GctFccm+fZRBU/TORVj2dmwVIBsUORikQF9cXm53OqpYfMlqmwD19/pn3N4J0PFMnur2jWsPEJZ60Is9vXB4Ce4AWbmBNnaH9gy4RTaW+kOjndJZiRsHE6v7g1r7nDvFihTE0ZQQ+BIM0Hup70mzlQzvNZvjINDAYesanEo9sbzaH46J8sV1ibRva5OmkONFokGeACmU2Ga3XJUB8gtWVW9BpSYXwqcnSIklhTAktnenUSQ7lW+Qqh1GrkYJp3Gh5FyuvFhvc2snnFKdAYMYPJQ3MBmJEfZ1yO7Ec9iITkcsFpIrRve0s8f2BYirAPA2G1Wnm/F6GRBdlWoUS9LOr9Rm0/jD5VGvpm+VtWvLE6uKqZ1d2sQkItPQigonlA2r1mdF0n7tAcUfUuxqF6wOVjjMs1rnvJ7F/f2h3d2Bw8PRvT0EwgdtGooQOj3p/ZMaCBHQD/QFOikcx1/eroXjxMsbzfnVptsLZl+hPxjLF8UuD9HlJlVrq5dXB5XqGjhEaD6DibqjJ6q3ZzRbuK1dwvbevHpjZmVtlEDE1tKtrQ/oDyZh1rk8BKN5GOZJokg1ufr9sblUgQ7uD4KeM0AsthQsKYqVOd17zb4FOYIT3QuJ2zNkdw3vHvU/fLUqttDKdp9KO8iWonhRxhQhm1uiVJPUGuaKcolIRmzeiGaDxOUNKpZxmxvUZdmUyyE2G5ibmtlUUgkNu7494I0xdJaJYIoRTtEhQjTaQgj1Nvs4wLI/gO2GSqc5pZIYYKrTXcNgyj9VKDGCYVwgPJXK4YGnYD5Um0uabfTXf2//23/yOz2Dbt8waFO1wfr0df8SJOluK1/gw4dc32wAekdTuEiCUOsIuteSUotRqDPaF5LTKxEMhnKdV6mLe6er5xeqZmsZjtMzZfdUVqwsQV+cXojhG5O5+WqLDhE0mZn2+dBpb+nXn9SPd1y/H5nN6OyM9K//6vz8QfRv/4vv//jf89XK7OuL+O2D7NffNuLp4VaXHEkOFmu4u1dsMUm2Mp0qzxTrxE6P06gvVSuUem2xWCCmU7Mgqbc30kwa12rS4bi5lvz+d4ffvm73upwexIbkcKk+d/8iefqwDNHo8lYKpPzwvH5xvXJ9twaGrHkizBexnY3VOrfTFV6cC4HNr85Fnz9sfXrePKlyIsEpn3f49cN6+5R7fiO5eVyNxuf39kGCYVaz0/nF87uVdJ56dbfW6orCccL983Y4RsoVscJAYPkfHvTN5gqAG4TS52dDJMJMJgS5LOaNDvTTFtOCdh8PQsbnIi5MIvmEUjnNFyC+EO3rcIEIS2ccgikqWcYSd+gOZ4QStLc3DSwPEH18vBAMYPsknU6soBQQeqXGg15736nAgyCUzhGbbQ5MkHZP+PS6BaIMsoglUq9zs3kaXPX7MglWoSbMloTxDDedF1caylxZFIwtYkVEzxSNrrTZk1VPJKDL+aqg3lHAj0JxmtO3YDyesrsXYileOEo3msZ2tcgbILjcs2bLOPi59slmNMLf2x2DK9Xuj/p81LOzrVpd0miJ7h+3oNkhtJdrWG6Q9tlSs0fqXtLA/t4+SG+vBb993/r4vArRt15ZSifncxnq/f0mcDecar7EcfpnT86U1887dv8MzEFvcDqVJYdjczbngMMNEXQgncfdPIrrbSqE5IsbIXR6LIlLpOdhcF7fridTzB8CXSgIT06UlaokEqW43NPAJUCQkTge5L7W5MJnevwTwOZA6MA0du9sIErV7GI5mPYOJngy7P7Ghm7c5CaZvCSLn+RNMqIlXqwocPioLi8NNPrAiJevIPXGwOERAeavZmNasTy2ryWB5VKqhsCp+0M8mXyAxRxYovVxuX1SOdJs97uDBOxprX8omsUZ7ShbYTj9cxYHzu1bEknR+sYoCNBM85zRu+XVevRKm965Ep5eSWBCFmt0s60fLsDlGdcfIot1CAT6yDwOAs3hIvimfd2cx88Mx9kQao6OZ5fXENh/f4hlcxGVGuQOEDNFvlKJ9jeGLXpi2CNWr06pVmf3tSwef3RVtSBdnuUKh2UrU0we2tonB2MqrWHJ6RGZzWSblZRJKTzupVCQk0pKji2EXBYr9eiHdvHNA1Bjq4u82AMx7MG0bTySZCyrEET4bEFhsZFS2WWVph+8od44ta+fgFFuOFo4MBDBd8hXBjQ785ta8p5hSWdgaQ+Z2/uLqk38smpKb6AwuUi6glI5Sb4i3jf0HZj7Ts6l5w/L4exsPLdQbnGtnlHos1CK9PL9QLaJCj3ulz8Z0w1yoUW5fRFHk4PR1Njbd337Vu2KksUqZPHPdm40Fi8OOjgQV/Ik4xs73F2dZAqHOMIxvZEPb8SSKSarn0xGu7vUDTWBQUMbG4RV1YRkFZndVN0xzuYnH7vwx/ap1oms2RS5vVPATckU/Udp53icEYvR7+73210ZjNpylZvO0hLpBSwDcmwUqBlk+t/+t8p/+E+h//I/pf6H/5qF3rQ5Rh+fd8DiBILE3d0+j4ecSgpDIVqlKkjlaHbXNOAVMEs8uwg8VT3Bsk1WGtxghJTMsGDKgbOGgd5oLL+XTRLCmLa7+kHxAVTPruW5MiUYmTwyo4tzcAOjLhuqFmd+/q7605+2n5445fLkxw+y5ydRNDLwT/9kOT9nwxQNx0b/+PdH+Qq+d8WBZmz0qNU26eWb8uHTSiA2AqRfayydngvOLoT1Jr1QInV63LePmmB4rFJb7PYEL6+aP//F8cuvxotLebvLAX5vdrElmM8fwGNt/PSL/vXjLtjYmzsNWNp4kpwvMuFNKrOYTFNLJWYhT8xl5s66vN//ZvzDL0edOsfjHLBZUb1FqZ1Qrh5Et8/yYhWIBl8sM2EmX9/Lbp4k988K+IpaCxRB/PW79u3THsDaH/7ofXzS3txuR2NUeE1nmLk8VlSpWJQVC4pkQpjNyMEhOewMl5PHWMI0WiYbBSPFfF9oD7M6npLAMA4n6MDpDg+0JG9nf9JsXrBaKQcHuCMTzmFfgA8E/2SzT4PQ1JvC7pn4pMsDYKzUmeEYlhsIRBmk+fxypVLj1BoCkMhkihaJkrI5NriBTJ4JyluoSkCdk1khvMbSLF9kAdQ5V2VGUuRQggwRwuHFW1040GWzbW5PPwLRQmsYObJOm2xTDveML4jXG1EwOpdIYRVaC0VBLicEtIdQBBf7fslYHjigVBiNVzdqGG9wYJsPsYWV3EaH1OqBYRL2zvhvr6pehx0JjhXypO/fDn/6yZjPM45Mg3C2paqw2VZEUrTuhebhTR9KLkLk8Idnc0Ua6GkwMh2OTYdiE6nc3Nk1FzS6UCUkMtO5ElZ0CfC5d7aczTETyaVIdDGRZJTKIlBn0Gt/YB6rqRbGO91jMHqh0VLZBehff2jS4x+LpQlGW18wQQAnYXFObuv7jNZZ3dHE7sGIxUMMpjjxkjBVFaVrolCObg/iLS5sDXswwjmy4MVyJF1G+wfY4rwV5YBYgvQHZLuTubkD8Wzi2E7e0+LoS4i+1A+BeWcPZzDhIAyEk6QjO4pm5m3e4ViWbLJji81BUWXL4OAHkTuK8s25+ulioTlf69FuXhUXt9Jsifz8YccTmGqeiDs9OUxmGNMwGk66yu3tEdB1+Eo4oVCMBS4vkeUEYzSuCB2aJ/YPRg3m6XRBeGAaFyuQ10fdUvVbDxf8Du7u5jwQtFwxS6EhwgJisAfZ/MFVNYHF61vfnvfHVCaHIJraEAmRGGhid2ZTM+ZxsbNp5c7WxN7OBNCHdn/MbiNi97hj9PdN9OQjy0gwylxWIruLsrU7emxbqjd1O7t4i5UuEEM0G9JsjYBTEIn7lGtTq8pJnqCPJxpSqOa2dUytkbejZ61pSNLlaWD5YkX79Bpsn2k1u32iZQihk7EsCWJauUP3xscSBULvRgoyvbEPujl0/rzmiI1Wr7jPv2pSjbnCCeH5s6zZmT+/ZrbOeSbn0M3LbgZUoMTIt/jCVVRuK3WmBToPAsDcipq8QEPLarzuiD1HwswElYYoi0goHJIIR7EURStzEsUEjoTEq0ih6ZerkUyJdvdRPE4pFeix2DwoBWg0aGW3pwwESWbzFIw8LGVXhoTVQj1bbvfEQFIAFPcvMn9o/PuvR/EUEeIZBFqDcfDPf4kcGoZAXh8fDYm44P7WWi1rlKsok+FmCzyvjxaJ82MpgT9CgwNm7/tSbipEiHCUls3yajU5uNdmU5nPi2BmnnTEDveQzTkEg9tgRi7/aK5IDYUnk4mZWoUC1jUeHtLrkMOOvn9f/b//n142O5kvET580kC8f3pdB9v7/VcDMMHr541oehqO8wdx64IdzkwWGtTHT2osr0KBeH4puryWgECXKpSzc/GXr3v1Brt3Kr64XL65XXt93YXj6krZ7oggMt0/r/zDPzl/+4Oh2mAAYPbO5Lf3GxDefmznjSdoEN4czmmnayaXo19dSpu1pXhk0u3oD7iGcklcs07r9VjPb8ufv6v/7i/at6+qapOWLZDSOZLLOwRC8PAq/dM/HNZOSLH06JefN7583/nwefvn30yvH/ag/f/y98FyhQ9GZ1WJwOuA+bu42AHxcjnJxcJqLCKyHtPyOY2AjxSyIYl0APBZJEaKlQHdASGakBwYZ3a0I7IVrEidxUZcW0cqFeAzbl2DdPpxmw1vs81gmQstw9H4Akje+dXy2aUMFDlbWIToCwfGnnk6jJAQVt+HXijyojFaOELFEj3nOIHwQjixhNWljnODUbY/TMdW3QZwruAUCNO+AR2Yhw5MozvaIfUmUmnQnm4SlGJVjQC8vCHyoWXY6hzNFrFboGC1S1VmrcGrN8Sx+OKP2wj1hvxHlWRwWpncEgRCaJN2R/HwuA+hotnGqlhABG11GWeXks6pyOsbwfKX1lmdrhh6CkQml+dkC5xUlp3J8WonK4HoIjB+q7fm8BMSOWa2yGh3JfA5hTItX8JSQUUS2MJnT6Af/OLLR/XrJw38KJoggGQ1W9IfaZ1htIPLrNak70ueJ+3OMSA8UGcYumA3wVMmM0SAbnCQ1Q4zlJouNukX92uZEtPhmwnEF1NFfrEhK7fklRNFtS2vtCXJIt3qHdvSI4AYX5jsCZKsLvyOrk9rGDLbp/XGCQ4fMVhoZ2/GG+DoDdPgYs02AkC0ycTT7rOOjth2J9vqIEGTBuMki2s4nAINxAVi80br8P7hoMEyCVp6cDSNjn0omh/JNWbhaJxTr55F3UtuIkuIJuflqwhwFYby9g6CmBOLU1JZpsuDpVBweAnYRpUELZiguoIEi2tKtY0i6SWzc1pvGk8VxBBzuGL4K8re5oD9aN5ySNzfwS8vT4nEE+DuhycQkYp4ktEt7RKDhwTy4QMLe2OP4vDKfB6Z08YL+mR72wSDnhoOKFx2brtp8Di5eu2cybgQCfOyGUm5rEil2GbLbCDMX1sf8wYFG9vTu/vkWGJLrSHYnSI2gPne9IGRrN6YUapwWh374JCn3qTgSWiJOyhVzq9t0ZbXyULZNIM3uMhCfMmATDm4rEErm2jH2BfJkK6eld//ZMg3qaHMdLq8cHYnr7a5Rhuy+oZ7D4pMixpvzFcuaK4ECuWGOpe0eHook5/yBcfiaRKZjqJpysW9SmtC8TxNaxlS7w5saqeXNeN82eDq1ozOQts8wIlW+kgMtKqZ2tqdW2IgDqcfOk+9TmbxBuDX1nan9Fby+v6o9nACXORJQ3J5vpwv0KoNDmAgKM7V9SYItEaDTOYxwIFAeMYXwLrp3bvNwDS4vBPAyNMdoN/9wQ52uFQW/Lf/1s1mBZubWOJQ8MsHurnznrlV10EUbDU1p2d7Xi/H6xe6vVy7k2F3LWL2zbvocBJNFhBoCA/MTIb/Q6CBuwsFMYwQUOdQZA5bexOdyxQWvYFJHh+FApNe12DQM5hPzbRbi1eX7KdHwecvK1d30r/+kzdXWrp91JhtQ2+fDkMQcuo8GKOlJqdzJbYHhjcPUKyA71xL4vl5owUls3O9C8FJj5NI4wHPIQAANjZO+J2e9PxSCQGp21uBpji/WAdlxPZStjn1FnbA71zdrF1da37kyvH5if7AArwJgtAYhhzO2WZTYjKiUn6hVacn41OlLOHpVn5xxg0EBmpNKjDyl192v/y8B+bg19+Z/vgX59unrZc3Va1Jfv24enbJKZTxnVNWtb54cydvnHD//h+9n77oT89XIPaAlfH4prd30c0tnNiGy4U3GiezGanfx1SrB/b2pnU63JGRtL4xtro2eGSmOFwcmLHhqNRgmt/cGdnaHQb/5/RSTVb89k4/zCOVGlzsTASiZmAB1NlqH4KIe3apgAAJutZoCeLJBat9ZB9Lxwy/P4dFbss4fC8AjddLcTqJLteC+Xja4cYdO2ctdjyow/vKsPlj54zVPX5k79ebkd6EjqwTBvOsZmsIPLhQjNbUo0D3K2tY0bxchQ/dZHH05cqk2gmj3KD9KOPyXmKcDgMPBBFL0NEWAL9Dy59dLF9eK88uVssVYbenAuUtltntnrDRZra6WF03rHLQCR/GDIwc0H2DacDjx9cawIi7sTQnkmRVmiueIAU8OvxTfzQGXJ8vs+B6AZChwZttXr5MSmRmSzUSOKd0HpcpELACu1fymzv1SUfqD2ClG8DnnZ6prm+2TtrLINAQO49tw1gZsDK9VKVDFAcL8qPoR/uMB3CQrS/Ue6zLR0WjJ0jkKbkKu9lTPH7Qnd9qGl15rS2uNDjxzLzVNbB/iC4fVOEUERrQF5kH05mvciIpqs44BDQNjAjhzR9mWhy4zT1o2Ml4Wnh55c7l9kNhhcvDBuEGqLV7Zy3OcX+UkCrQ4UMA2w2WMYtjBi4/EF1CoUx/ojxcbM+0rki9O3rnhlE9oWDpl5LzBnNfKEw6tk4aj0ZgiMPob3Xk4G6iaew88jVWOE02u0YhjKxuIkdgstaVtM5XgPnXQdBDEJkZgAbb68hqmN3bGN3fwSkU4yLZxJ6OQ6FjNRFEiskd/RKViRbZ8AlzdD6g4rRQOLC1jo+H1YdaGpeJ5nFoAY9CvpVYaG1zfUbIQxIRoAfa3Rm2mOeALLZ35rx+hVg6tK9b3NqmMZj9lmPZmorA5YNBmN7ZJ64oZ6SyGbWatrnJXFVRp3AIT0Y09ghXPMOX4ljCcSoDzVPR1BwKJZZLrQ3VLto2orvPW09fNQc2dHovrZ9xshVaqcmqtvmRNDFdWXz5ea/7KAOBbt5ycm1i4YTYOqPZXej4GB0aUKstAgF1eCbABuqOUKpIq3bEJvdUoig89lHXdkYMToozwtZaZ7eM4zI1cgS5yewqdKdUOuLxqhSrBND3PSN9x0h0RQRa81wgwnp7M11frF2eK9KZBZCefJEOYx2ECcgI1Far68OS6OfJB4fox+wF1rt9kjy+KWAaV+t8cEKZLOOPfwrd3uq4HFQpK90uLIeqXIKOTUzHMX9ZNrCmRBIJOtCT9vYoOztYzR6jiWq1LzmdDIeDCrEwEmN4PGSY7fW6EgJkJMwBPwtaUCgxovH5IzNyeMYiiXkIFTodqlXYqdh81D+ZTcxWywsnTeppb/Hqivfh696RYzicpDgD+M/fHSsaZPfg30tz0RyB6Upb8PZdX+vxj71D4Qzx6nEtlSde3ko/fdu+fVx+r9UwDw4XqA30KFdgdLrLne4qgFuno+p01sHMujyT4H975zL4HaCkcHQehPvl1RAOL8bjjGJRUiqJfb4Fo3E0FKJeXa0HfJOdFgdcdiI2XsrOfXpd+fi2Wi4TH56wWkIvH3fvnzd/POm6uFoDYPz+sz4UGQ9HJ7582757UBzbkNPd1+nybx/Wak1uIkX68u0QXrN5mj84A2oFMg0yAcEgHmc9Px1//OAqFpVOJ/AmJ5ORWx2LRjMxX1wvV7d9fgkc/qDY6WYlMzJfiJEvyzvnm5HYUqO1cmQGNGYAnxZLXAjAPwqBX97ISxWAdFmhCFFn3mqb2NpGu3sILg2k/PBwVK8fxYo6mvGmI9yBfnJNhcAGme2zYMMPj2aB0M02bHc1lvHHig6PEeCb8XgKIgRfiGhL2LGmmua8P5tJ58WgU77otN2LkvnZWptablKwXD0F0vsyPh6cyemFvFxbap9yu2fC3rnk6XXjp1+MD0/blaoIsMDrJYYjCzBa3kvA0AH/Kw3+8yddMLmAkfvxILB8pigAYdreHwQPB4BfP9FAOwB7+kJLB0eTMFTgMsFBlqtYPWXQ+lqTWaiQmx3mf1+Jfy2G/8GWi/inANufnvehuUplXrMl752u1RvSeIIKEANdg42iJrvV4dZbrMYJfBQf2rNYp5ROyMX2fLFFKrcXqx1Gpc2CiV9ucYEnTnqS8nsJQPgTCAzx5DTA++ObKprFu4LjuepS71p+cb9abLBN9lGQ40PT1LGDACLrCWFcbHaMheKMl7dAuaILRWQ2J21zd1Czgw7Noyb7uCeEx9JAvudIsrqnIRS9rz0XoOblQrE91bgg3H7kXDwzU5XxUHIoVcAeMVkd43bHjECA5XUFpbb/99yAhHyN3jzjl1oMf2IW/L7ZNQzq7I5Mtq+kzctlk3tGZ55JlRShlEi6jKJBWrOs8Niox2Yqm4NmCQC2dMBnGqdfuDyp3iWRmYgvH9aZWSzRANC0Ujm7u0mql48aFZPHIZMKhxcXUDy0yWGgJQpalY8BVu9sTS7LkVyG4NwUy2NHZh6NjlaVc3I5Ho9H29tcLndsY2thfWNOvjzOYveRSIi00E9bHKUzJ0CdZ8mIQEFU5ghHNAsyvcQdXqAj2dqEamfK6l+s9FbPn9abV4J0Yz5amql02NUuLxDHO/wT6SIjW2Zlq8zz57XOgzxYnOs8SNp3omqPWe8wPL7BoH/i6X4rFJp/eNg5OEAwM3/9ndPunWxdSOOlxUydma7zbMH5PUCbJC1YpO/ahuG9J8aotTVb+2O6Q2o0vskTjfGlYwrN9CK0/O44W4qOjmcfHnWxEM5qRi73IIwPCP6hCCGbY4K1dLnm4wk6OFyYJ6DOwdAClgwkjf/0k+r6QfTtZwNE1rcPB//v//eXv/41EY2ynh6PrccLPg9Lox4Bm7KzMW86ZAa80iMD0e/jK1cmJeJJkXBidRWCH1F/QD4yLlrMVMsxPhJlmY5m9brxVIqfTAhA4gt5OcgB2FI4wFGeXq56g7OAjfk8w2zsS8cXnm5Uv3zZf7iTV0rEbGaiWCGubgAds3YPB7YOBhUqVD/d8EXoJtecM0CsnMgeP+l7N2vpMr15Lrl4UMPEKDewKt1fv2tBLmFGlWsM0AIIgTDrABrAuiaTLDD+iQS3Ul7FNhylaDA54YD2SaQwpmt3lCDNPzJzlkpyeMWW7lom4T877RW/dzKTxJ+f8r5+1vz2fePlQVwtz0fCY7k8xR/EhWOUbIGXyXDLZQl45NaJ4vZW0+tInPahh7u1i0u5zd5fb7CDoalMltI7lYL6gO5AgPz6/fDt0x54nT0dMpr6ojFqva54eDD+5c/Zbz8F4gmBy02pVJXBCAdsSrm2kc2rDw4pB4cAGbidPVwwItjeHwarill790wkTo0lAfeEjSYEHgxRzy4lvQt+tbmEfWNLnkoz3B4chIGDgyGHA3d5uVupLBsN0xuaPtBlu40cCnLCQb7lmHB2sQ0yAexmMOEdbprdTQZkMzuHzM5+i2sIqz5hmVGtD4MHEggGlco5k0mwrsFp9XOFiuL8Vl1qLSXz04U6rtwiti/ogK7x9Ey+RIF+gaNzKsiVCACz9RN6KocH4bu+W2u0RBA4Ia4bDBNAe6Cw/hBWKjeeJAcjRJ253xnGn99tnT3sWt0EYLtt3YhqC3lDTLuHWm2s+4JMiCWewJLFPu8LL4IKQXyC8JzMkCp1ZqFMhS8q16n3z4p8eT4QGfP4R9y+8UxuEQQamgsIGtA+FCbCK4wNOCCuYwE+RYQTxurnVbECp3DEkjinvz9bn21ckvMtfDg3Bhp9+SjvXghyZQrQerGyBOGnd8Y/vxSedBmtFrVzCjOXFkpNvTts6emtpHnGzddpwQQ+U+Imc1x/hAKaC7qRLi1FM6REll2qasChAj57/MxD04zWMAKwbPfMQXA6u9nAthrGyE7/nM0zBcCeLXPQzSd29XymeY1//EnQe1y0h9GhDQUTWCr6ZledL0jB6RwYhit1sTdAwJ4wlBm1jqDZ5SaLC87giC822ToTfflNb7Qj8KfO0CREwptnfbG+otkdiKf56jUUcFMOdbMmIwkEeomJCjWdyy9nCRFP2geWn8ZFO4fz6fL2ppYklo/HwppV2fSminik57ltK/vbLIUEXy87djeXNKp5g55pMnFU6hmVesIXEDVbhs0tygIFqTdoJCqiLA6ub7Bm8djW22R61+YQrW/M8wWjINCzM2iB2M9gTS6xRuYX0RwRkWn9PNGMZBnPE0/Q2Ajb9SdH63tDoTSz3BXHyxRvfMwbHz9yDAbiFOPxxI52CEJ6KidxB+FH1HB+cceMwoWFSGHBERzzY4lGx0oldj7HKRWFOi06O1e/vOqO7WPJ/BJoer7BsIfHSx1RvMyRbiBHlHjyqN497jc4Zw9ts7mK1OyY94eF8ZSKyUM7B1RHgKfcHTr2UTb1A4Wq5D/+S6ZZ53o9A/pDVGvRYWzZnSNe/0wiuVguCR4etqw2VCyTLcd9ZfCAp+JsnnD7IAxFB56eNdEo8fPnQ7ttMhZhXJ7p6IsonZQ7HVSNejAaksklAzQy2tTMigQoEpbJZJMc9giTMSgUjMP8XF+f296c39vFWyykUJi9vzeqVqGAnwHHsZmUzciDwcWb2933nAa0Rlu4uYslxvxf/61Sr7LzWWoxRwE+vb6SXF2Kzs+5vVNh93LNG6Ecu/BO/2KmqNjYHVnb6DfbibEM3+7F7nKGE1gdxR8PmctNydHxAABppcZLZRYDQUI0Rs7m2HB8+mw5O9sAhDccTomE6FCPTydXPC5GNMYOxZeyeX66wA9FFmMJVjzBtdkJ+oMxf4AWi3OsNrxWPwRmPxRZSqc5t7eb8Sg+EZ99fFh+eVpOJsdDoaF2l/PwvJEpseMZdqGyks5IkilRsbRcrSoSEdrf/n0yk6QlY6RUnFyr8f/2t/j6Omq1hEDNwOzdU5kvMP3yYef+SQNEmUyTQYmqNXEsRjcaJxNxPqgzk4W2d/ozWVEozALRTCSkTgdbJhlYlo9ub84ZDkmFwuru3qDDjXt43gtFyYk0DaIshMBcngWKDBb++YO6fcryh0cA6psdSTRJsjknQKNtzplMTvDHP8e6vS2TeUa5hnS6qXBY0O0e3N87ej3tT7/5SnUFiN2xgwhw6g1RQQvMzsFYjpAskLGKIUnGsXVef0jweUWVqj6T2rA5WC43td5eff6we/u00r1kn16xGh3K45vs4lqQSE+Bn4gnZ1KZuTImdvjTa36pSrPYB95L6izYAdi1ozBatrZGddpxaH9st7plwm4nHJlmUwWh0TFr9RH9CZbVS7H5Fo8cRJEcmWwL+iNcrrjq8tL3dOMuL83mIkFoeQ9X5HAExJ2USi+F4wSPH8h0MlMgxDIzoLPJ3Dy28CyIbbPEqgjmmC7vzKFhwGAagvaBljzpSO+eNso11tm1/PZhtXshqr/frkll552+gXyDcPHMr/QogfRo45T96Ze9+5f1fJlerLLAtkL0vXtcf3hUn54LOj3O5a3IHUS++FD7kv/8RQO/H8nMgDDma8zqiaTckIXiNF9kodGVXj2uty/ktbYcXMu+Dmd3LaWy0nCc6wlS4KLCCexG9u3zfihBDSVAoGfNjhEIh4k8FZWuJ9O9ofL1ZKo94kiieH06VaNtG/oTWUUyqyQvIr1xKhBd3NzHkiICHAXDVGAKrCB5mRVLYylJH95W/vSP5o/ftkG1O2dSq3O41RVXm4LGiVyxgvg8BNPm2EQTCsDCo/XN/l3dsMND8vgB+hSkRQQm68A0Dn0QjS//n//Xf4yGVS6bZHeLtrvJMOoUaiWXxyJKReSZGcRg9i8ykMku6V2Ft7QMOrev2fPuG4Vk+hBHiGfxcUusMSZvWLQ8mq9qd/SkY6dwe5dCpqDpKYSbRVQyEotnFCtTRBLSHzJl8qmVVYLZIiWRkUQ2trw6IZQi9dYghJbXr5byidjmmfBHob+5EMCVqpHdXbL1WAaHycI1W+muEN0enLcHcc7gjNU7ZXaNe8MECJsOLyEYo6fyPLAn8eySNzz346eRDGXnENl9hGxNBjEgUxVXuiswLnNlZaG6DtIPUwXcEHDTmmY4GBMCUZZaIvjbk4vl+7dt0L7PPx2AfUvlp8+vuI0mK5ujdv9/kt7zuZUsPfNMegsS3ntPgAQBAgRBAoQH4b333jsCIAl6c8nrb1Xdst3VLbWqW9Joumc00s6a0Sp2FDGxLubLft6I/Wf2zVsRGQgQBBKJPOd93t+Tec57pjuoLtQogz6jUlmu1ZcfH6Vv3ig6LVyvi3v1JHx8EIz7jE9vju6udu0mZFeGlDLiX37X+a//+jaZZOzuIqBcqTRXJEIMxs10SgqnAotFyCRELFrhsGcJeES7T44EFYcHuNOhxe2mOB1Ej4t0sD8Lglgu7ibjoliEk0mjt+/bHSkAY6mGSeWR03PK9JrX6hKBNb793nT3IIfoHQx5z6+PhuOdYBgbihCubywfPsS63cNggBvws+JxDhg1i2Utn5d4vSSVCrHbsY2GMhKmXV2aKuWtbmfPallRKZGrS3M6xTk/0yfiTL+PbDpe3waBtrLSMa1uH1+uHRQa6rMbl86MOTCuVtpqd4hZ72ucfpzRPn/7ym5yLPXGe92RKhCh9EeafBEct8jlm81X8GDMwS9DkHujSH3AKrRZw8sDZ4hmPiF3R5ZCfc8fov3jvx989dZ7OdbcX+tf3ZvOTpXtlqTf2/rxp9D9wyHwWrnOqDSYtRYTUGYwFvtC6Mo7kDA6vR1ID6WyBDQ6FCS32ztW62IhLzw/M/q9dK+LVczu280Ml51tPsaCU2m1RTd3e6OJFMQoHNkoFknffe98/940nkjefzh6jy6HSumd0kp13Juv9Z0xp38mdHpnDFbkq+9CnSG67KQruB5IUqNZvifM9oS4gQgXJK9UF9lcCyAcBgsCT9pDiSeA/vb2gN4fs5/eaG6fVOHoshmdJL39p7+vjEbqy+vD12+sk+lOtUF5eq366ltDs0P49I3u4ZV8OKQlkzPhINLrkK6m3FptvdLYBMsPaJwpsjJZntGyrlHPgQ/TabGAVoYjnHQL0R+tW6xkSPxWG2PfsKK3Y7wxFmzHJziLh+AK000n2BMvyRekR6Ms2PwhittHcHqxLj/G6V8KJbCOk3XbCSaXh6ihxdMY+O3hxHyhgQOljueX4bdMbsT9Mb8OVuxCFs8SABqMthnIXukipdZig4CenkmbA26lQSs1Ka0+ozvhDiaC9ojdO+PU+9RSi5Cv45OFjXhus1hnDSZKCM9MltPp7t7emy6utKUqet283qFWuvi7N3LQ5bNb8fhamC6vP7497I4kkN3PrjXlhjAQxearrEKNCUpd70jhVxQrcosdnViPFpDI0E+8a+PpPhB0ayAFZA7EVkGdS016c8ADEkfK0+XC2UL3Ht+8xiXbC+URtT6SOMNEV4At2UGA6dBlaDPk5kCq1aN3ck2mOY9nI5WilyvseovR6lGhl5yeMyZTfr1NurqVJzMrkwtRrUludlg7CiQQwo1Geo+bBiGXSnNc3uXDY+TiWkkgI/s6pNOHqJb923+7VqkRjWZ2T7UQDohqpaNYWLGvIioVNI2KL5MyBDy8/UQRieuMNsG+gWHzyLf3qRIlLlEyKg6oK3iEyl2hcJYprBmmEOFtQU6Tb+/NZkoagGiQYzwe2dvDatQkNgvJFzTQXVxuDrChXk+zWQXoxEjBjFQ6uyVD9jSzkTizd6oGjviytg3JYF7QH6/t72+q94iGI5HduqPV0nkCxGzHW07Wra5luwddYC2RY2fLgmxZFEmywgkmbKEENZQkBBNYCBV/DFftiOFJNM2otndyFX4UvXVOCycZmZysXFWlchz0pmuJ7gmuR5PMxxdnNIO5fNyBnvfuG9PTO121Q7970XZP2eMp4817xc2dbDQWvnrcf/WovpwKHx/FwwFuOMS8fi369Gn78px6c8n49F727rX0m/f7D1fyh6udjy/mhytTMSX0OkheF8FoRNQaJJOnd/sK1O1GeemsTLIFWRAtKyGTLUokc2QyIhAgatUaj4PYbZRySWmzYI/1q73OYTop2d1B3E4KbK8eg8OB9sMHz9Xtjt2NjKakqwdGubnUHuAv7wRgeFs9ClrD7GJrern3V3+d/emnxG9+k/38TaLZUGo1cyCvFiOh1VAXC+J4lB+PCmBznZCNhnWLadPnoUMmCPo4XhfDYsTBi7EIz2hYMegXatUdUGceG3HZOXYTX8xdPdJx9o/wWhM+mlPtaNdUR2uhjHRbM6c5XtaZ58GLlNoynWW2d66BJ5mSEBAeWLI/3stVmOkiyRucM5iR5oB9+1rz8o25f6U6vTXa/DSVbiOc2vVFJf4QLxFlO82rJ5bVXJLTqsoLOV4mxSoWeVdXh92BvFzjlWucX6txAgqVGlw4w4USr9dX9frqYkkM+AzJLBKm5nMC4zE6+zST5HtOyB4HIx6SOUyMSv4gk5Ckk/RSiVos4ZOp1WQSVyrR2x0m6PLFdKtSJT09K99+UPeGYMwJicLy4wfN9GELvOzoUt6f7Pii2NOpJlNjhbNEf4oIsYzWjjBjDs3rav3s5d1xsc4B7UBXaKsyrh+12SK+0aWBkW/0YIfocrT9EZgh3t3j7vObA/SO3JXi4dX+5EJSrpFGZ4Lr2618cT2XXWnU8RdnvLMxa9ghTyfMQYfg8SAPL3utgRCU9Oh4UX+8sadeOToiJpP7ZhNXf8TY3l6FHqVQrJrNbIuZrz2g7O6vqPWrZhfF5CSq9EuHtk1niGFxEfOV7XROEokw0ftM5hW0NJtrE2AO7H8qT3f7SFY7PhBmegIEX2S1fcoPJZcgMXzZcMMp7/rVztmNvH8m7oyEyTzJ6Vt3+TYjSRKEGDhaeBHgtFCjw1ZpM+HjPVDnU36ty0rkN8Op1XhuAyQS/AQgbTCG9wRwvSGI8nYqK4ylWG4/1uyY9YZXSk0a5IP+OSeSWWr0WRCk/tjS4EwBLrDa5g3Pd+CJJ4gBOob9wCO4umiSXqxKAQ7gt1QaW4DP0RR5eKaqtgXQHNAJYYOsEMtu5KokSCTIy4/799+o7r5W9u+E4eKqO75iD2JURzMWFymcEtbau+C+Y1mS3oqodWjpPyucKcdKIIAtFFm9gehLTRZGuY7NFpdzpZWXd6rOgHbzICvXcZ0BHRJXo8UZDHcAGZ4enf/H//lcazBYXATaHszCx6/sYAnrTSZ6PydOcDlx+azcbNzotQ2lonpbNifgzhwesA8PeVtbuJl5hMpA2MLZdQKygkUEsjWdiX1kZZmcXAIDoXFnmIL57T3sgZEoVSJ2P9nmIWdKSpeXzRMiEimgGcNu5+v1lNOxrd7UHuk3j41ki4WzryEd6ujo4EQOOih1T40OInT5cO4AiO+sy79qtC7t7CIiMbItX9/dIYqFGBYTlbBYUpbOy6NJwBaqJ8CMJaWA1drDVYhhm5OkM6weGBaNtpUTH9YTJLkDxEpLli7y4EkszSk1pBbnkuYIgVdiSYhhYSrPgq4DuRqiejBR//yHLLQ9dLKLezmYrA/fHY+vRdevdps96u2T6N1HJTApCPTNrfLxSf34KHv3fvvikjQ5xz69Yr59K7i7Yzw9cT58EL+8CP/01+47iOoctpQjVXLcbIxdSAk7TeXZmQYYLVekO93Lai1iO8EVytvVurrdPSyWdzu9o7MLe7WuSWWkuZwsmRSl06LhUO+wYdUqpFLaSSeF+sNFeOy09v/4SwdgdjxRtbrM/UMgOM37b3YzxRnIJdNbfrm+kcgs1FsU4OtmG+zzeqHAHg7V7dZuMEC2mDZiYfFoYIlFWc+v3Hc3rnRSHPQz4XXgdK+bqlUvHh2sH2hW+BzEZialE3JIDKpdBFJFISdXKhAyAfGcCLwnWyDQSgVJrlzmyRD1EZYrQeTqWYefvrWLCOWI6ghxhjZPfBtH5tnLe2OqwD69OMpXpGAzCxWR3oxYnfMe/7LLu1jr8LNV+t1bc6EtaYwOT4J8uQqzr6cpNBtgyxxWksOCi4d5w67+8sw+7B9129rx2BCLM38tSpMp8JJZdiBK8Efw0RQ1XxbnS5J6S1Wu7cRi7GSSl80JAkFSOERx2Nf0R7PG4yWnjWAzYY2Hm2Y9oZDerRZ3201Zs8lJpVf8ASSRWG82wZgLHl8p6k1iKrMEEvn8WtUdUNABDBN2tUe7eVYE4gsXt5qPn/06I3Jxd9gcScEBhPMEq3953zS7o0WXgIHQ6J4qAT4GE1Wxxmv0xNePunKdVmlSTs8FrT4NdlhrEaY3krcfDx6f9/qnvLMLebuLTuUAgYb27fSZ4N5abVqljGs2iKd9ZqOKT8XnKyVMq4GLx2bRlV+MM9rDWfsJKRgS63REHg9s9JLJyBEKZ9EJGjsrkP5NJpbdJgTQ2dqd2VIhav2y8nBeqEDUx8uuMNMZoCeyonhKEImw3W6C2bZusq7ZnVi3H5+vcApVXiBMN1uxgOdHxjmnb6XZF4CiFeqUeg/El3d+J7t7vXf1uHc6lZWb6EWGSIIGwgoUDCoJUdYeilIFItA0aCKoMOh1Z4TWwQBR9kYWrG703n40jftSPp9qPVnR6NAVYD1+YgGcYl9ZqApOvMtaA7J3iAQTy+UWWhcwV0EvH4NuFCoS+DqgZthzNE2AfuULb8TSZDiMckMAihxL05I5dDk6+CGZIhNEHBL58HwXLHg4iYEDLtSpcBixLGZyvY18/kPw5Tvbxct+ecg/iaxqLYjaMLenX9w3LOLpyM0r00lgQQ9+50Kp2EOmN+ZohOb34zye9XAYBxqNju4YCLoDDgRhrrz0zQ9HN4/iNx/UkIrvnrYBna7vtv/5f2xc3xzYHTMPT9q//iV48yC9vBWBrP/p71O1JvWXv018+Mr8u9/HgSkiIdbp8PDd23C/f3BwsCASIjLpLEgnFocACLN4iN5EPzimkZkIWzQn28NsUhH+NnLsJJzfR9NlnUCGUDjInn7+1afQ2a3NH2Or9ucMJqzXzzYc4xwOznjiDYR4hdKuVIaYLRSrlSmRLPi827KtVdBog4FqNFF2VbOag1kA5yMTAlu9tavcm6FQEbl8Sba1trmBUMiI0Uin0pGt7RmFclmyNatUbTpOhHaHQLWHPTYylXsYoXhGLEVLFBqtWLONaDBvBGNMf4SqUKNLGndHaodvRb6HtE93Ujm02BX0G2iY7lg0OJNdPRx+9b13ciMdXQk6Y+b9G+W3P9u+/sn8/FHbn7CuHwS3D8LTMQdIqlan9Afs83PO1TXzfEo8nayfnWOurvE3t+SHB8bjE+PmhlbMLF5PpTeX8kxiM+Lb6LeU11PzsK+ZTNTgW6/vdLWGKJnlOlw4vXHJ5cUHIiTLCXp7qtWXlxtiQCGHczkcIU/OjnJ5IUBrpSx3u/DJBLfb2UslObms4PxMHwziTkc7b94bwFGNLzjRFNIfk0GdR+fsChjP4lo6t5YvEVoddPVxn2/d798MBPDRCD0Z50dDAo+L2uuqB4M9i3n5UDcLfQCQ3G5bs1nX2UyEw0RUijksBvG6WOOhVSRAQL7pVMTnoXz/benju6xJTxZxZzUK4pZo2R/Z2tEu8aQIhY0I5IjFTXYGwHIBRS5kqtwjM2K0zz+8sYUS5JsnBxidg6MZoDC7aw1awefHGY5ngHFs7jV/grJnQADAPRH5roYslGIIVGRrZ1WrxRoNBJ9HkE4q4lGZ84QObt3lYRiMGJMFnRLlDzFcXjJoCghKMMIKhDi+ACcSE/gCLKsVbD4ZZNrrI8Cvi0UZJw4MCLTXRTIerSqgTxowxqO1SJDZ6+xcXipBCmuAhEUCoPTljfDmXtTuUqp13PWt9PYedJMKPvXV+0NvbA7or1hngOFD7xsNlJPrg/qpsDESZJrUQAbriuIMJyt7R+hoq3iaHU8zS3VRqS7ojRTQ2fojdKBbMrd6htbRl1Sb+GJ1s92n9U85vSG70Wamsl+q7F9ugUM6m4pv73bffzBMz6WTkXA85Bdzm+4TJORHirm1dHLdcIxOW2dz0cHdQEXHx4wDLaQi0cEBiUQCZzYPUSYWz4JwO50CBgutIyZRIoqD2a09hCtDBdqf4AUT/P2jebNtIxRiJpOCaILnC1IdLoLVsQ7iCBoH7AxnW70/t7ePAKJ2R1u5CjVfpbVPBaNL2el0C6RtfLUNwg2qB+KYyHBSWT60bCCK3l1DBy/nKbABjAMYgbbCx4GNQLIDsXXzCXJoQoCRgbuhYwCigRrAVwO3+UIEiAi7e9EVWI6ksJkSGfYGOg46C2kvnUeXBk6kJJE4Gy3rnNt0BRb1FnRX/shmIkcGowbvdPpW0wVGqy+DV+Bt8KI/utYby+D4IW1AO2YrpEh6PVshwg9Bpk+O5kgTzbPdUaLVs6kzrRgd+EhaBLx892I5tCDdM1G2SqXzkMF432BaDIeokPzDYVI0SkqlmIUCt1ZDh+VCEGaKCx8/a0GgX7/fq7eJ77/Svvmo+uO/84HJLZTx0+udz99b0SlYT6JvftCdXwkfnncfXqkS6eU//l28PxS/f++NRem9ngJ2CJxlNiMnTozVunGoXzVZCckMetXCYCWC0wQhJjGBj+ahaS3edZNnOVff9sW5Vi85nBFEs5yLB/P5jSkUZxgsS/EMv9nZD4TYPj9vcuaCfhMKi3aV8/Cn44QpFCHhsPzwkARZ3euVeL0izf7angad4aI5QJRqpNrYdXmoOwq0ep9QiE4nUanWDg8JpdJRr+dqNpzhoNZhU7gcezbzjkbFloiwXPYSgzbL5y0olRs6HV6jwe4oFg8Ol2GfYAJgt1f3hkyJCi139XCQyNL8EWwsg4e+df2kfvVe//Baf3GnvHrantwKrp9ll0/Suzc7r7/ev3+reH6P1qUbTpi1FnpvJBiZyxYwrS6x2V2fXBLHU+xwvDI6W7u5p9w/0a9uSVc31MmI+dUH/duXg2KOFPJh6iVxu6lIJRj9wfbLa8v0er/eEpXrUpBmnX42GCU3esJ8jdIccF8+6t98ZUJ9X4t5c3/g8i4n0/TXr91ffxUD+AWfXq1K7PbF8VgTj5PKFbbLM1Ot09+8P4LwRhdbeZL0x9RSDYPWGztHCwbA9vSs6/ak0L7QbUolYbOhABh3nZC3ZUgyyYhGCSbTnM+Hrde3vN5Nm23p4tzA5yI7csRhI3DZSCjAmozM8OZwiH59ZYEMMTo9qlf37Bai54Trd4vFAiRVUGoMa3QuwhWDzUJ0prVscRv6gCeErXWlx9ZZgOXLO73Ds9odasA4Q+BBkHMFCEhAu33Q6ehaHZ18F9Fb1zkSdLCj2SmWbpMY7JW1TQRkmi9alG6vKdXEPS1JpsDwxXNiycKual2rw+0fbB4c4g4NOM3BukqzZDDhfUGh/ph8qCebrYxjM0l7sOZwkuNJEQi3SoVEo+iVd5+PHI0w7TbM0eFcKMAAX+JxE8pl3vlUcf+0d3W31erSU7llyHZX91xofYCbXweT1Zr0Rodd7bAqHU4osQEBjy7L4iPcv7jA9UbzxOqAW+qzi11O+2w32xC6IwR/nFasbDU7qkpD3h3unV8fXd4dQeO2+7xwYvH6QQ7eN1NYCUSQUAxJZpeAogChMvmNYoXw67A5OKSX14e//6tQtUprtdhX053pubxcJII0J+PLLue8yYiFHKZUrdgdrFxOF42oHXZxMLDrdPJ4fHTM1YEO+6tShyNSYBfF/gzQveZ4UXk4K1Yhh/b1aE6UyEsAB48Mqx4PNRrlhSJcj59qPyFa7BjIo4EIxe2jgEAr99CpNPEMfTzV1DpCUNj2UDKa7lTbYFKZ1TYPZecUPpwgRhMsEE3o5Gb7EugjqGoojgfRhOeWk3mjDQFRRoe7BdcdniXQU7NjzuZEb4wdHc8DuEAn0R6hFVkBkNH/niDBOAb0tNRgAwvDIZVqkkxBEEvyo3Gxx8tDs3J4wx2as3kQtOK2BfGG10D9YYOD9ISWgdwHZ9vwPJknQXrwRZZBl3sT9IJMqogHZa912YBr8Ig8vU22To/dYarVg7O6CdtqtMCx6QTLl0LvRApNYmPIrPU4ta6o0dltdtSloqTZ2Dk91Uyn+sup6Wyi7/fUrZYUukssNQ8NPJygoxGhSwFBP77sFGuLxdry9b3s2x9s3/1k/f435vtnSTgBcs94fqsenfO6A9bzm4PTseTq6hBEfzCU5wtUt3c2FFkpVdnpLDMYpYJr+PxTxuJcAwKFg9xSIhQuYnCslzpynR0xuJF0jWP1YY7sS4kiN98QPbxzAKIWasJSQ5wp8TsDdf/0MJESW2x4hXLGH+ADR6ez224PW7W3CD3JZKJBhg8Ett1uiUazARoNeqrWzoCYWuxrpep2KCLgcBHpFpLLq6MxKQD1nnoNzJpYtMLjrPLYGBGPJBXStkR0CmGJTJinkZf4nPUdOV65iwM8R5VdDtI8yxchFsfy4xtjdywMJufvXjTgpDyh1XSRBDn/8e3Bh28trz8ZexMB4PP1s/Sv/t7z8G6n3NlsDImdCf3HPzhOL9DSRaUqHgTaG0AgL/ZH9GYXc35FvXlkji7wown24Yl9/8i6vKY8PgkGfXohj2nUaK9f6b/9yj8ZacJBosUyd36hOZ0oUlkyKK/bD+YRCxwNypWrkrLVjVxto3/OObsVZ6uYeGZ5OBHrDMjdo/7iQpvPc87OtKAgJ86FZktos4MXQf7wS3J6pbi8Vv32d8ETN3J+KQGNLtZWw3FoaBakYTjaSHzxux9dJ845r3ctmaSVSnzwTKBNkRAnlRDc3hqPjegl72Bwczzeq9b4kSgul2ParKtA2aWC3GpZCwVp+ZzQZFwAPri+Nvz1Xxd7PaX+aDYcZLqdFI1qMR6Tmu14mQphCSAqcLvaWegq8YzwxItL5JiFOs8b2tg7QJo9mck+7wuRIAGzeQgkTn+QVaqoAI112s2LafDiKhBJybbVK3ord3uPSqIuUGhrWMLs1jaNLcAIt/ByJW1nj7Gjpu3p2EarxOlVqnV0uWJTJF0RS5ZE4kWReF61hzeZubu7BIUCrztE18QCBXe5Wdm8IpmWyLYRhwNd7A40OhSmRqL0dIpTLEkKeUkmy0+l6LkidTgWXT/sjM4EhdoGOKfxFf3yTvDweufiSlqqUTJZUrHC2lEj7z/7IMcns+zeUKc3rsTSvGCcZnTNZWqMfJtTHUquX1sGl4fJoqDcVjTamtGZCS3SUBQXq1LQl2ZH5A8vZQq48VQEiR+aLF9ez5XW4umFRocMHN0/5XX67Isr2et3h9d3ystLxddfnzSbvFKJ3qpz2w1eLo2H9N9qMMslrlSMAJdAQOXy+52O3eMRi0QzXC5SrR0ZzThAH4kU2dhExBKkUFKMpxatceHAsmDxbhqdG3vHcxYfPlEUx3Niu5sAimyz4Y6P13RHyyDWFhvO6SH5QxS0XvEJDv6rPQTKXgVxHE/32wN5IkuttcW98TbEVCC2AXQMKgmPkST6KfiswbS8f4gYLDMA3XY3CPEC9OpfK2KDsOiOEfCOWj1aCNsTQKthgBk6Nq9pD2cPDXN8MWJzLaaLtHgWF06tJQu4YHzt2IaEE2T0vl9VHIzQgOSCIXSMmc1BhK92+BDQaKd/zuqajaYJtQ4XOL3YoOWq5HqPM7zY6k+2IL+i0+srpEyZOLneOb/dBTyC56dTGTiAQp2KvHrJNXpGp4/sDhCjKa5yHyHR0eWKbd7Z+7ea3gXn7q2ydSqwe5fG54Z0TnRzbQVRPh1qpxfHjw9u2MYjfa0qg4CPJzcm57JOj3d1o/QH55sdVr1Nun/eqrU3U9nV7oAzuRCVapuVJubpzXajQ/r+NzZ4/aefPans+u29ulhilsqcP/xN+pc/JcEsN9D5RURfcHn/CC0p97//96eXT7bWcGt6f9Qe7ppcS0c2cKC46fNOrLziiS+qjxF/En/3Ym4N5eUW/9eZjZBXIYVmS+xqU+YLkiEgoV0dTlK1ro4lRA4n1e6gKZWrJhPLZOTabZJ9DVUqWVbsLqnU8/u6GZtzHfxguS4Lhjka7YLTTR2OTOXa7s4uMh7ZnA62iD8n5KxIBVgmeZmwPk/eXCJtLFJxSyzyOp+5LuatSYUrUuGSRISolIjLjQ0ECdUG7/H1fn8CRmZheicqNemQTqExHt8eXtzt3L6oQKbRe8pTdu+c/ts/nlw+iStd/PCSA4+ffjCW2+RYdi2VR3XTG0LKTdzVg+T0nNEfkyGGh2fUdg83veacTZn9EeH+SXp1LUum1m1wrkLL5RKnXheNRurnZ0ezJc4W0NG1v04NiCQpgM+AFZH0CohyLLeYKC5We4RkcSWSnOuesst16vuvbNBG+1oknSHX6hzIo6/fGuPJ9UKZ+N2PJ70hH4zU0ysDvP7m3XGrR6238dEkUqhgwBeDQHv8yO2DslRmgPKCCofDBLN5XrGDmI1rtepONkd3OJFGU3B3f5RM4b2+xUaT1+lKALQvp0ZggmJBFAyQ3G5Mscjz+da9vtWra12rLYFf9PPP+Yf7EzjDbDZadFtzOKc+WCjX1RDkkm2kUJb5w+T2AICF0e1va7RItS4MhrGG4xm9YQ6g7OBwaVeFgJ3SqDb0Okq36w5HlJHk7u7+5oGRwxFubGDnGCw8jrDM5OKXNxAMaRHPWCWy1mncDZ6UvKWgy3YZCjWLJ9qgMOZpjAU6c5HOnOfw1sRSPI+P5QtwO7sUpZq8o9qw2BjRxFYwInC4aPrjdbeX5gvSjZbVWIrV6e6G4/Th8LDWVCaSjEAUwp42vpJf3Gy1TukvHxX14Wa1vTm44DY6LEBmXwCdB6E+RB5euxttJXpBIMIFaQD23DuYUR0i4QwjmKbHCpzxrbk10kXSgmpHW2vsn44tX8SO4PTgDo+RZIZyZEQCkYVam5IrrRerG9f3ki8ujQAI1R+xLm9k6EINfTZA9OlE3Ghxfh1inMszEnFiPEYIBdezGUqvJ+52d/w+rsXCUKqWlKqF/YNl4BLJFgLSDL4kHOMcHS8D9qrUM2h54ZLk7tmpty2Z3Ov+JN0LScWNOQmTYgV+IMGynGBNVozBsLq/Pwfv3z9YMFtxoIBuH+ngaMZsW/f4ySbrmjdAanR2OsPd7qkyGMMXqjxwEk7fit29mMyhBZebva1UngXsjI4nOUALyIEQ/zqX3WRbPLYsHh7PAh3DeYBg94UIkLnRVb5O1tDKzkGW1Y6H/H2gR0DlKy1uukQ4NCPqIyScWgWRhVcCUZzRNleqiwBxoC/BRyD1Gkyr6PqK4blEHr0MEk5Cw/HOrpXwkVQR1xkJKm1Grcu6elS3hrxYdgMeyy16byKC5j6dbvXPJLABQTf6XCQQkhpM2G0V4g5u9saacJK2r0c84Y3GkFvpkf7mz6Fqn+wMzg7OVcDwP/62/PDorFZkJw6Mw76eTvEbNVUhtxUMUF+/eIGtgLCGw92HR+OX1YXJociSzYmWu3x81hqMCATz1e1OvU2Mp+cBt8s1wuRiC4T45g6dHQs45g+sVqqsrz87P3yylCqUbJF0Otn+9eoMOoUJrflEePvZ8vMfE4OLHYMdUR0jP/yN7d1P+x9+OE6WNl2hhcZAVOsJzm7V4fRGMLnqCs56QouQTo22GTjLYABDUebB0UK1obI78QYjJhwRA7WZjByrWaLTcnicRRoVEYuRbQVaqSQcp377UwLES61FInEuEEq5Js+VROCOP3xIOOxkMhER8mYP95kqGUXI3JRwiJTNWTpxkUNd5tAXOTSEx0akwpkd+eyxYTFf5E4vtQ/PB+AtGv2NQm2+f0Y5v1VM79Rf/eD88C2kH05zwD6/k7VHTKDXWH7+/F7UPKVMH7Z++oOrM2ZOH7Yj6XW7B/HHFuFsuEJIvUt4fKM4vxGU6jjIf60us1DGQy6styjlKnZ6KfV4kfFYdnurSWeITtd8JktrNMS5Ausf/tw6n2ozRVYgStAcIgcGxB/BhxJY6FVA0KHUnDeKFBo4dKvi0HVd7xW1FqPRYhVKpF9H+0IbQduB8kL0oqsEjAX3jwcgr73+Vq5AqjZI6FpE1XXwy9DQ4djcsQW0YO3jp5N8gWk2I07nksu1ajEv5bKid28DoTDG7QVc0EPrR+PrFUD+twa0CExX/vzsBJnu9RShEN5imbm7N/gD66Uyq90Rvno2DU8VRiPi8ayPR7rhqRZAxh+he4K06wd3OMFUqADnTWDnrx8MxQrj7QfnsRlBq9E2RGh14CDZH6JpdYtSGWI4JklF82L+wolDQqUh+4dktnBWdcBgCzYJpFWhiIPZWFxYRnBULIGFJ3GIeNYmjrlBZGI2yEuL64h4h0VjbWwSZgnkBQp9hURexBPm8IQFEmmFTF0VCPFiKZYvWlQf4O1urtlG7g4sx2acyYYDrdzeRYvJtPt7OsMMpH/YgIQiCVqhyp1c7V4+qAYXvI8/6HP1VWiUTBkHvtjlRwuBgejU29p4WvL0HAE13MQhXj8b9sZgoyWMvRG21Uu2eiiVzkG6rHT6Adb2B6eWm7sAinhBeiBMBz/X6cn9IfQ+WLa00e7TLm8lH7/RjS84o3Puf/inTKWBm95IOgN6vrQJKN3t8wtFWqstSqdpoRAWkiXYneFAAY4nHsNBQ7jdFK+P6w+yE2kh/ArbCUann3X78eDP4mm23YWB55WGPFtEl+zrjBTHJwu2wHo0z4bNHsK6YsRwlu0KkcRyBK0WpEPrrALGgljDiYKYBV0GnQVwhoZ2uDcgpYFAVxpboNGe4Cb0ZwAOQF2rcyFT5ICqnl1pQbXRVGRYUGmQ3S+kjL7hZMXlw6Hz3aPUX1dCQWvk17ZA1uGze1r0UqTRDAkVB7ILZwkouNZln16KcrXNVGmtd8brn4kBdSMprNEOYShC1zpwLUcSDKkcMVrRmtog4uUW48vkb9rwXP749mhwLvHHIOqF6RI+ntu4flKDTDsDCEg2qDNoNDxBL3K+Ofz1juXoUo6A3ktkKOf7oyvoag4Var0r+PD5ZHQl/upH0+N75asP+4NzKbBVqsC3OzccaHHuFa8HH4syUkles6Fst9AJApXSrsW08erRb9AvGI8XNGp0bYV2e+vrb+3/+l8H3Z74z39pQcoNBFdcXsRiR5we5N/+21mpQoOM+uNvArd3B2CWO92t5xfrx08eEOuHR8NwvPvxa+/obPflneG//z/Xk1tesrRQ65GvX+1++t7x8Tv7j3/wnt/zvvr5oHtGKbcJ+RoR0tH9y9H3PweNDiSR3yw2qGAl7l8Mazjk7pW5XJdm8sL+KQopau0M/8sAD6OR+vJcI+AQo0Ekk25azHydDsIJqTX36u3tyeV+b6T4j/98XihLq81twMw//LEwHO9UKmiR31CA5fdwdrbm1dubQuYCYQ2RC1cxy8i+gqjXUoNukfkYT8Ej5xPzZKR5eW26u1Ojt0nvRV99r3545v/4O2Ozy76810L7/fw38fefQaN5t89qkxO9vlTtUj0R5Opp++GtptQiffzeDGpe60riOWoks+mOzLijyOia9/ReDXkL2i6ZIUyvdJfXh4HwRq3JB7yt1BhFdISW+EiPdrjuYCudAz1C5/sazTOQeGrtrWJN6PStg0ardeD+kEhqo30qiOc2j+1INL0JObzV447Opa/fG068CHidZodhsqKLKn39rbXWpAJVReLz7R7j3UfDcCSt1Xm1usDtmYdMHEnMQDI+vxJBW+uNSHfIeP9JD5m4WuMqdpFUiup2r/3mN9l4jImO3fRC1gSoRMB+cfkI2K/P39sDoYX7h+PHR2u9LvF6MSDQoAtgs05Huy+vLc8v5vFktz9AZ2/7/SiSv3nrhaCFeDubGh+fPWi8pZj5AvAyvjeU7Wmgg0kA/eoNPuzkYB+p1+QaDeILMMFLRWPbTrtAIljcVWDZHEQoXdjew+qM/J09Np2J4/GZ2zsinpA1h1lYJWFg22TgqEL6Jm1jYXMeR1vfIK8QaBjYsITlDdwinrgCxL2BXaDScGTaBomyQmMtiuUYrYF6ZKEeGAh7BxvibcTp52QK20YrujBHPMM12laGE/OJhwoUbLJvJPO8TJmdLBIzVfzkdiuSXQYKaQwEZuc8kwcqgL28CXT61p3dpUxWncmqAkFRLC7nCtB7dLpjklA6p9BsOP0Sm1twaKaY7Eybi/P0KhEM8wul3VhCaHVspHKccpU/udh9eq3rjThAzS4f8urNbqODLij89qPm2x+N6Go7l+gKv70h9+FJe3mldrmX4nGK2TyLFr9O0+H8+4LrZ+eq88v9ZJZdqEjSeT4k/lSe3htvtwZiMPhX93q7ewnQNZGlugLLsQy+2RdF0oRYgXbsmrf4Vn1JksG1qLUigRStMVTSuWi5qCP97IEOep0wHGNpDmYBmafXFuk2gsJWYAPs/sWN/j//l+noQtvoyqE/R1No0SJwhAwu8pd/6rf68lSBCtoFiQEEGtAbpBYSQ7khRC11iKQ3LqBrD5oXji3zQG+ZAg/Q2+FZgnQlVyDA+5ASIBFanUsgsqdTSf+c0xiSL+6lj+/UV49KiMdUCZOpbJZbVIjcaocFsGw5mTsyISCv6OInHe7gDL1YAZoLFvlLrQh0QhC8uTsWtk/58AQe4TkoNfwXnlc7zNaQD+EM4t6biBGVCgFEt54goAX1PuX0UtA+5QLHAaA5g0gwOVPr0Y7MYJqQZJ4jkSP+ANHnxScT7EyaF48xshleOsVx2DeiYZ6IjxwfYfhcdGZKKEhDLy9GyOBbXR70MuXJyWoiQfd61+4f9G/fm+tNNmzhCIpCv658PjzdRoso5nm97l4yyZhO9ZWq5OoGwAcdbV7rECfXrN6E/NPf2N9+0qVL2Ot7VXPIrHdxZ/fs9pgEsAkqduJHKi12sc4A0oQfD7jx+z/FHt8Y0Pk8F2poxbcfQ+B5D47mghGWRju/p1koV46YTITLmXHYpeo9ss0qODzCA0G3utrTswNo4Itb7ev3PmjL57eeRnfr8nZvMBZ7fct6PVKtbIVD9GJWLuIiKvmKgIUszyEBN8d7wk5Ftz69Tzzdu0/72vdvfakUvtPlJFOr51Nhp0/8ze+P7x5FkynXbEcyJXqpwb150kfTOI0egdYqNSmQS6G1IAk3+hzI1dkKCZocrQo9PVQcIAcmkOat4RU/mEZSlXXoKLAHQOB4ihNPsMyWpVCY1OpsZQuMZJpaKHHswCkncyDQsMGL4zO1w73uCUA04vSmWUjPINC+8Ga1JYLIgYiC02X3zEOAoUtb1liVBvPmYc8bQlDfU8f5Q0ijTb1/2ssWNjP5daBjAPaLK1m1zozGsMkUOZnC908FoRi66BTossOF2E6QzoB2dbel0SLxBN7umIFMXKnwQXzzOeHLiyuWwHz6xtzpc6t1+qvXukR6FQzB85tDYORcjgm6DOAP+RvM2dW1FqwAOun5dBt6Tr5Ah9dBcGFvr187Li4PB+P9xxf36zee3mC3WhdXa9JwFP/0fBSNr5YrzNFIPp2qLqeaRl00vTjW6xc+fMpcXruNJpJcuuB1SXK5IxIZAQWkshG2aJHFX9/AzmE254Gj1zbmsHQclkGY31yaxy7iWAQMDQMCvU5Z2aSs4+kYIh2LJa9v4lewhFXY4MkqZp5IWSfRVjcIaMkXEP0jMxM0WmciK9SrTj/PFxHKlMiuds4TYBhsm9GERGvAKlSLVhc9nZclCoJohhwrEtzhRY0J8cfXB5fqUl1udODR+ukh+a5yQ7WHbbcdkcj2nnpFqVqi0JAjA0l9QKazECZ3YVcDX0RQaPBGK8fpEwaCAuXeTDQujCZ4Vsc6Ok3MtRCKrQYiC8nc6q/3jf7lf6s/v1UOJ0wwQC/vVK0eKZFZAK6CrTcQADlBW4RCRJDOaIzqcC5X67A3wsXVXqcvzlcZQHjQbYp1Vr5GAbmp95jAhmAFEjki9HBAQEj/0cw62H9/fDWcJR45EINz1pfEO2MbBvec2bvkCm/oLV/WMPJhgyEiOuzVj7c4VuW7CCTgL25vM12kBeObneH2w4sVBPf8WgePuTInkaWlC0w6B/nxdykIXp0RyZYZNw/W6zt7sSr1hXGRJLHSRAe2BiIkpxddexDU+ciIDuYp1UVoHYzkpsk+C6ytPUQMpkUIEKMNAT3pnXF658xCc6PaJXUnbPRG0aU0W8W0x7TLR/nF/Va1SwbZ9MeWYhns2c0OKr5DUXckaQ64g3MR6G+uSoLnEM6T6214w+lUBuDcGaFKjap5lwWnq9SkVdrMQp0KIQ9PkEyGfnmjuXmQg/x9/aP2T3/2ffh81Oozzm+3f/+nyPhqC4L/u98GpreHw/P96Y3R490MBkgAj/mcAIgmGiXE46QTx/pf/v30euoJ+blHuuVadefYMA/KJZMhr9+YCyXKDz/EAn7i+Zlhfx8Bl6o7RF49HztOkFic8PLa5vWtQk5+fDqGf6VT/HZTm8tIri6toPKAV1otAu802ZBWH/eP/znhi6C1tb761jG9UtbbrFevNdePsrtn+W//4BpPwRiunJ7J8mXKp8/2zoAnUyFXj3vxLO7DZxeITrbEjiZYQglyc+8GI7klRzw+xuHRhs3OpFAQhWKdz0crFm3JECBoQIx8WVxq8s5u9idTA7iH91+FLm50o/Otch2dfPz0ythsiD++9+0rEbdt02HEf3qd1iqRbz/FUlFmq7r1zUdfq86/vz56uj98ftK8f6etlHGTMb/dIv3wvblWxRlN4PoJ0RQJsnp/rASJlKHrs8zoTEg8SwjGMe2hpFBjAoCAiENvmwKG+HD2AC5ZpteG3FKfVBtRmhNWpkIaXqizZZHTRzxxEyNxdrYgAut3dqkHQ3dsnTXZ58G4Qecr1tFFz8D0AYYcGubA4gHsoCUO4gTwaJ7Qar7Kgk4PbwgnyNBfO8OdL+VGKa/eHA3PhMMJB1178EH+/Gb/8VkDnrdSJ98+KF+/O3x6Obi8VlWqHNgeHo/KNUo0sVCqYUGjPQEknp4fjNFF4kEl0ZX0Yhs//Bju9mQez+rONjIaqSs1tC5aq8u2OZBf/jYBxA2e+nQi/P5HXySKSSRxrbYgX6CCC/npN+F4Atto8mCLxTfRpXLrvF5/q9uTAsRd3uj6Q8XZxcHNDbp8xvXN4d3d8fBUcXmpqNVpkFODvoVamV4tMYZdeTJOv7t33D/5KrW9WmPf5+FJxYjVxvAGBN6wQL63zJUsCGVYOmsVEJjDxwmlNDqfROaSQJSRFWSNvAzSvAzyTVoEgsbRVon0DRxlDUNYWsMtrOMXN0krcysIhbVJ520uY5EVPCJRYPRW7pGVdWhhKrVYs5NtdDB5UkSmWnAHea6g4MBA3N5b39MS3MGtdFEdzUlCaXq0QNMcI5I95PhkqdjeqbS1wYTsQE/mCGZ3lbhdJXZvD8vlIk4XO1/YA0MM1lBv5LA4S0TqDIu3zOTNCWXLR0aG3c3dVc0CYru85BM3XnuEwpkOaNQ/l8xuZIprINDX95J//B8yX5bW3UZXL0MLa7C6Q3q+jInEl7N5YiJN1h0hv84jd3s2vpRip8WzpPMbVaZMKLfJ9T56ORX0qNqhp8sbhQauf87vn0nAJgJjgqkFaxjJLNm9wH+rqQrtJLLqCK8kq4xsi+tNYY9OEK0ZSZeYVud8ocxudiQ21yKEBijvlgKR7gBJbACEoTNN6tRUgYhO923xgdCbva1ClVus8eB4JNvI83sb5AOI/cHZ9tMbO2hXpsjxBDGJHLlzKgWZjqUpINOxNM3lB0ZegA7f7MnCSUyqiPeEliENHBq/wKtzHsAonlsfXQlPr7jZ2lqqtAqeFchpci0DdT69YgIdjm/4zVNKvr4JUAhqe/96H+XiDhcONVvBF5tEoOxYFvMlabG+jLwWVtucTBmS1mYouQpbsoCD/8KPylXJcAyQwOAVBADk+lYF7fHyXv7D746++/no/EaQr2DffjTBjwfS/vidI10kwa+6e7GoD9AVrVyu9WSClUoxA0FMOkNutoSVKu/LtGAEULrXVf/wQwIM6empRm9ARmcScLhff+MtlfjPr9xXV8cAO+BM7x8Ob+8Oen359fVRqyUF7IJ4s9pm1HuIzYJzOvBnY5PXTc5m+JAG0JqBY/Z3vznunpJ/+bvgH/8u+fTK8C//6xQk8g+/JB+ftdd329//1t4ZgmHEffp8cnW7f361c3Wn/PmXyH/5t9H5jfrlgx0EDpKt3jTf7Kh5QgQI+nzqAG8bjohZbLRMvtlMPz6m+PyCTG6nXFUNx/r+SFtqCtwhTKm6HUtybc5Vb3gNssKxBa0nCRDdbknttrm/+X2uWhAWEiIuDXFaFlIxYj5N+7s/Fv75HxuTkXgykoyGwu++NX76qGu3qG9eDvpd9s2Vwn0CX4pmabt7BcR0MD7QGWZEMqTcZH34fHLzeKzVw7+WDBak2dv+7V/nqy1pd6T2RGjOMCnb4J09qU7vRKDRpR61cy5J5Gl2zzpPjAikyK/EYXetFSqirR10vVqXbxP6n8U5A7pfaXGhz6VyPNBxj5+MXrbyrEKnhwRWqLGrbQF09GKNn8ozKk1Jb7Tb6csqdXY6j2v10fKSrR71/ErU6TMBclPZdQja24e98+l2uUptd/kgvj7/0mgiK5SJhTIe3g8Cnc4vQ6hf3glKtc3hWJQrkJJp7Ju3lptbHQi0XI5Amv/DL/FoAq0sMTgV3T9pwE3/9vc+2D/sNpvHX17vfvhkubpRgsW+e0BvR0OChG+p1cExYLM5MvSQZotfLNE/fHXy/Mby+GgGdW40BdkcNZ4g+gOrT6+033y2uk6QRHS90+Tm0sTrC63XvZ7N8X/8bfHyxm6xY+BIrFZssbyr1MxkK9uiHWSdiBDoCAaHLK4gIHY8MRZHXWYIiHj62hIWwZAXMOS5NeIcgbm2TpqHP+G/eNrKOn5+YQ1Z3kCw5GUMcZ4rIXGlhA0ygqMjcg1JZ2Ir9gm7WqJYsaI6IOzrKXIV5tDECCX2YAPUBeA9NHLdAUUwrvKERb44MwbW209UGxZUR3M6M0ZnIumMVKlifWUDWVpFbHah1crl8SC10CIxkfZw3eZgOdxS8dYGjTUL6kznIkL5rFaP11sIBuP67h7i9ODAxUOSPrYiJ+75zoAP2bfSJEym/EJl7e1HDYjy6/ea+1c76cJ8q084u+SNznm9IX84klYbAo8P4/Oj3isUo4BAh+L4UGIDjHwij6n1yLn6OkgwsF3/TJirEkCb4HlzwAMj2x2LwPuC8Y3lVqxupNikN0aiyoBf6nHb51v9G0W6SbeH5m2B2WqXD8rb6gp7Qyk8AUwpN9EljSwnc9CHweJXOqRIZiGcXgTMBDwHzQVmT+ZJzT66apTVNXv3rP9yGVcGUgj+MpmjAwnFMsREDo9KYZUBst7oSr+UZODmKsxKE2hXHkquwDHHshsO74zTvwSQni5SWkN+Z8S7e62c3IhAgiHlwAH0Jyi8Th+2euf0YhNXaGDbI8bgggdCHEwsn93I8zUiiGy6RIDTkqvhaj1avkYenMkgYXRHW7UOP1ehwwHDBkrrj64EE/DVZEg88BE4QtjCqTWAF/nj0/7n74x/+gfvn/7B/fh6C2Lv4loxGG1/810QgKs3lv3wuxDYXk8YEwJYdq55vZupFD2Vokaim+BqIWxgg5g5HckhRE/HWxBFWh0yPpPHkquffziut9FiwQBBhmMEjC3E8Lffe1KZzR9/E7iYqsHANpuSWh1iiQw5GZA5FkEXQj4/0+uPZk5Olm322VyBcHEtzpVW3n06QMuDuWb/3d/XzifaZl12f2tptsSwt+6AE02sAKBB5E/OFD/9LuQLzUOCsbqQ0wvl4EwBj62+rN6Rgruvt3Z1+kVfgFUq78/PI9C5FQp0MJxStWJzkEsVJVpGK8t2+TG5Cj+Z53V6R4NTo1oDvXmx0xOAiCh2kOtLfT7Fvrkw+E5Wv/sUKsQ45YzgX//n82qB+emt4+cfA+OB8OF29/lh/8NbXTa9mIjNBH3IV+9N/Ta/VmS5rPOdxtY//LlTrkuNllUAHyYHMVoX4JxD+13emsBzgXC7/Vh/mNwZqK0na+XG9p5+fvrq5PmzJ1zEhovLrz7rXn3Wx8q4y1eHnbNdZ3jdFcH0z5Tt0+14jlZqiJVadAxMpiTsT9TxHLncZvfPZa7gGrwSSYLnJZpPVoFQgJ0jKSz0lV/HZqLD+zP4X4f0907F7T7PE5jtj4S/rhV9fikB8XWhl6Q3XB5kcCopVWiB0FKrw2u22dAWYIRBWEFt0cJ7fVp/RH95v/v8TtHsEvMlXKFEghN4dbP37XeB8wvNZHLw9GT5/kdPOodptJnvP5r3D5DP358ARyfS6zf3qvefTO0eKxCerTZonT4Xdvvm3fHZhRzAApi92eams3g4gHqTnS+Sw9HVSo0x6Mv6va1Gg1ss0qoVznC41axTv/naGA7Op5OYZpUe8i106oIT65zLjbl/5Wz1dqFXHB4hoDvVpmxfj+TqYoUOXSR09wAr28XR2XNUFsLgzi6sIqC2oh0qjbdKYi3i6bM42ixDsA5SDhuWNk9gLq0RZ4Cv5zEInrFM4a2wpZsM0SqBNUsVLEj28BLVJl04w5Mv0wQIRzy/pdxUHlD1FpHJIT84FsiUQNBk1QFLc8TdO6TvHRH0DpwzQrf72VoTfke7wpMhRCZC5yEM/tzqJrK8Dhgr1WiwHC7iC3Cy+e0TD+XYjNMdk3iiWQYPXVReuI0odQsG2+aBcdnlxUNHAmHdO0DXD3L6VsIxzPW9KlPEJLJLt49yaKwPXx8CMk+mglRu6Ze/9/7tvw98+nwIiTmZwUTj627fitk6F08zvUF8vSOzuheiGaIzONs7F2ZqG50xM1NZB2YcX8lvng5OL9Cb/EBIoEcg0KB04dRqqUlB7/knV0bX8uZYeP5KPX5QDm93hneKbJvuz6zlmrTORPjwRje+2Kq3mWc3O4DkyQIWXD8wqS+60BhQxzfsUBoptjafP+pAKEHXAD+BRkfTHRD0bJkyvICswE4U0GWzAXo6p7Lh+U5vLK20aQC5kE7g2EArR9Pdy3sNHOrkSt0eiuDIO2NWrcuArwO8BYmHY764271+Uj2+2+9O2KkSpt5jTq53ft0bJKHBhaA15BTqFDAHkIfqXQEob28iiGaXQalTRRwIdKaCFlGCN4QSWLDL8QwFEB6Czu6ZB2wynyDhJFqVu1hHbyrC9365pEkD4ka++cb9ww+eX/4Y/p/+l8pf/lMSfA0wzjeffZ3uLsByMIZ/fm8p1Ojwy89vtYD9qQwjk2HW66Iv4MwaTaRgda/vZc9v917eqb79yfD5R/1//Of0ZMqFPNzq415/lJzf0Fw+BOyqxYZ8+toBavv2g/7YjPRPBUDNwdCG0YhksjRQdpEYsdmWDnWIwYCcjtBSlqDanR7v/afj4YR9+7h1dbf1//5/X//f/9frcpHf66gCXmIszG7WdsKRDdCFfJFYLJMvpqpcnnZ+qUpksB+/dUP/+Hf/oTWYKH/4OTG6UJvsM6ivSbHG5+ZtBbKyihSLh9C/AwGZ0UTJ5VWtju7pxf/N9wkw+JEk6dA0d3p+nMrIy1XNiXMjkaJApvnzX2qjoeby3Hg1sQjZyO2F4eXe/i//dPnnX9p/+bvGuL8DMv3tJ1c6vvbxnb5Zo+h1SCoxk8ssFbIbf/Xb4PnpdqPED7pwV2fH+1r0dkQyI/L6GfrjtS/TvumxNHl0fnR0vKhQoTf3Mnnx6OzY7SPpjhcaQ50/xQzlKZdvDh6+0gXzi57UzONX+v7lVqnL8qdWXNH5VImQrZJPAguKfQQEGlyhN0xqDRTZKj1Xo9R6vEiaAKp9ZFpyB8ixDBssIRDQiW/W6EA84XlXcAZ6BnQsiIRIGhwDs9Fh1VqMp9e6rz7bPn5tef1OPxgJgZFBjl3uuVKZBSc8Ft88HUvevDc8vNq/uNr+cslCODoTDScccM3vv957frc9nrKyBQyYqm9/cEKzPr8YITE/PtrfvXNlcribe7S6MfQoqQz6ia1ap8M7gdrefTTmiliPH3l6Obi+U4YiS/AvkGZIwze3Wmhu6IelMqPTFTVaHPgXCPf9vQ5EuVKhB4NLPt9isUixWpBOmwYCHQrMl3IEv3s24F7yOpeLJaE/TASQhB4yOtu1OhBIVJUOL1Nj2YMYX5JT7hxnSgabW6LQbIDebRCQXTVde8QTb+P54jWOaIXBW2CJV4CON6kIkb1AF65h6bMzawggNl24zpSskHkzJC5CFczRhIsU/ixdMM+VLVP56PrQoLNcybJUQZTuULhCAp2zxhVt8KUbgOpM3hqFucDgIxLlzJ5hVba3ItldVeoIO/tYKgfB0xAqe/bL5MZlm4NNIiEg0Pmion+qj2fQW2RSBULjoMvJyzXIvmnOHtj0xkjHJ0sWx7I7sJEr88DUn3iXIRl7g3PtPhcEOp5deHzZAYF+eq2st4njC34wCqeFBpn15kEKiRbaAl1iOEsNhrG1ljyaop5ONakio9rlOgJIa8Su9EjtERMtiFGnACrePhmvH0zj6cFgoq62RCCF4O5BlxP5zVyVVO0wz+4UyQpx/LA7uJHXRrzOlTTTJgdzq60z/vn9zg9/5b68k5cbxOtXu70zni+GwJ4H5xKHH6kPcE8fpbUBBmT64/fHrVMWaHGjz4JOe/dyAPwLqA45oNjEhzMzAPWTaxDiHdA++Pj7b41/+kv89ll9+aACmQapfXhz+PqTaXqnBhjvn3OvnuSTGzFgPlAz6Cw8nk4lF3c704ftQp3kj81DMji9UKBXVGrseBZ3fqN6+WAGnQkncSC+AFXn1zr4omh2MZJegWwESJ4orCWLq9EMOocQvKzNtQz+GHIk+ONfqyllSvRgHFNto4vMgUAX6tTuWJitEJHbK+2bZ+PT08HNrfL8QlooEkJhTC6HFg2o1RTgvoH/rx7VkJ3KLT4Y3nyRWy4LJmd7d/8/S2/13Nq2pXkuM8q2mJkt25LMKIPAYmZmZpaZvZnO3gfuyXPh3Lw3s7IqsyqjMrujH7oj+qEf6qn/pR7LuyNWKNa2t6WlCd/4fWvNOcbV9uX1JkzIpzebMPHe/yDPVcdvX7FCSeT8Dr4A7uKO9eqj+O4d/e4t+JGJu1eKyztFvSPMFCkO77DFiURTWH8YZ3XMrm0gVsdc/0Kx/1IfNhRGU/G+ea+yOpB4egFC9+Xt4s39YnfA+/2vLrjUckl2e60LBTheF8eopT/fu+NRrtU6Wa2Kms3FYknscC48v9G2ewqtfiQYodQ7a+EE++mtHgLXp28uoNRwTOQLiA0mRq9vjid2DlSko2PyxtZkKrMGahiOCwGjwLtt7SE4MnKsxTOYYCQpYIENJjTr+eOT5lQzf3VmqmT3Hy6s5eRyt7LpNZOfL/UxPzfqZ0V8TI0KsRnHz7rLnYYkEsQUcoSLM3Gzxvv6ydBvKV/fn6bCkohP+Oat0+qgnWhws3MIlY7UmnvZktRkxyjXEbUWf3A043CzzVbGzt6U3cmxuVlgdSMFWSjPcyeJiTozXCZYQqOA0u07Wb7Lqpxxcm1avEI8f1b279cPDYjajFnZRDZVw44g1RUh6BzDZvcEKLXFRTTayCen83vH6KZ2MHS+CHpb7dSGwEwotZidS3EgOeUKjaULxFSelCszilVuty8/v1wHDU1n6YDPBhOyid71QiDKmi1whRPNDlqcwuOfgmCJFiotsSoN5sWt+PpB1L9k9y/5989rg4vlj1+0vsAcCLTThW23t9vtdVDVX/9o+/BJCxj+9r3mL3/1w394/1HzvTaH2zuzu498r+cUjVFbbcXTs7ZQkNZq8svLg0plGYS+UJQkU2yXayqXYyaTjFCImM0CSdBLee7j/U4qiavXmIOutJRjXp8rB50lj3W6XVccq0cBA10BvN07G09TOuiC9C2zZ9TknVDbJgwestUvUBs5u8eU5fVJEhPUGXeilezsMwXSKdnKvHydwJdMojwrGCNzhljSGZESTxNMTeIQDHVIoCTylXMkAUKTjIrWsTTh2CQeYS9Om30bCzSEJRnnyWbZEgxbMEdlzlHoCzwRhcqaBmmms+eItHE8ZZjGHeYvDUmUowLZFEj52i5VpRVIVnAkgGjOKFswSqIjTs+i0yWNRFdPjcS1TfRh/vHp1IF2VrGNrKuGjkxTRu9cIEMNZRinjmlAZm+IAuJidc8F45RsmWewIOEEttJkRdNzINDpPLbZ5WaLxOe3WzD1grGx8xvR1Z2sfyG5e9wGWwwmUrGKNDrbFieu2FjJVsS9u3WjdzTToOcaNNAgkBUgwWiKk8gsZvLKWHLZ7eMksiKQISBZYFtoajgBccxUOMAT2RY/XmGG8qTm7Uquy3UlZrNNRu9Wht5SGPCzZVKuRgVkDqVB46YKdQ5AcTg7Uj/Hta5IzQtq85wHzFtsskHEAY2f3h8AVfSuFDorEkph8g0SuqWgxQd6BSgGHf/408m//x+p5pmweyVrnS1WO8JGX9K7WgFIhz+vdjmDO2nrXAhK3b2S9m+WAZBLTR4wMsg0BB4LTJ8ENVcRxzNoYlu7Bw+q2LvYTebENhfFG+Cls+v5shIihDM4BpcKFwbE7YvNOgKjRscQV4Tegby+1//tv5T//i+Vp7emYIy5d4SAzIJAf1/14Y0sxLLoEniAaOTycuPzZ8PVzRbYQ2BbABCYBocnSKGocLlpGsN4rsKHCACs3r3aKDeXvAFSJE4Hfnn/WfPtZ9MvfzR/+LJX65Lb5/hgCvnX/9Sf3VNefVjs34CnWHj3Vf7mB9HgjhhOjZidyOOb7R0VcnG7fGpBah329YPCH8HY3ZNO94zFMVaqwnym3dxtweTPFal/+Zu1UCVc3ArvnmVfftr74++ax1fLidQChJB4jFEpL93daEt5pemU8g9/KETCfIUCicc5MGn9foZGO9Nobv7n/3aWzcn+2782LA7SoXoSbGwkIfi3fz/7v/7vdz/+mB6cG5qNY5uDp9FSTRaWwUTTGQiXN4ZkVgZIZXPDxEM3HekMC9/zl/d7BqUSKZdXkilus6H83//j9svbRD2vPmsY//ZbNR2R7qwhdiPpeG+qVtiRCRG7ifB0p7Uap62myViYvL+LJOMklx38taCYkf3rPzduz8xmPdVopBxr5pvtE6OZZrExv/2cKDeU0GFmG7opxuoAet1yuvkMDnJ4jJOgXhUJZ6XBDFdjH/cmSZEiXWsfXlMhvhTW5BtJVimxEtERnLh7r/r2m9Ngn+2cH7oD7BP9rDdCi+eZp/YhOCqdJfXptN1Dj2dk6eLSdxBw+GdgZFu9I8Ek5vWH3R//qG/0uLHMfKFKyxRpD6/2ai0x9Pv94/7gfLU3WClVuXoj4nTNu32EWn0lXxLByOn0pY+vdtCSFi+V4IGyC2V6/0LY6jMqLfzgivP73x3Qy9UGD9T8v/97Hn2K8Mfo1x+cv//ub7aEt3ebRiPyv/7X9R/+YHc6J9Npms+PA9ltNJeAkQ9UECYR0OJGQ/nLL5FcTpZJy66v1e32ZjotgN53uReyWValwvd6Z40mJJ7AprP4dIZ4frnYajHT6bmLc3Rf8qC3dD5Y2VpDqiVBJssDgymTI+U6/+55KxCdgy9b64qa50uZmiiQ5GsthM2Daa2JbvfxT/QUu1Pm8ig29/AsPrKyPrl7SJLIxwl0RLg8ypEgIuWUYpfIX56ep6KALN8jy/fneApEtj29o6OzZWMj84hil3z1KjVNRISKcfkuTqSYYwswFMaMUMJU6/bIjEkmDzh6Hl4Bz0UrU7KNkcX14S34oJXpjT2y1iSWb2ApLHS35KJ8/FCNDYTFNiez3tqPJXigv8W6ZOMAyZRFnhjFHSX6U8RwnpRvczINts0/Be4bxKXSQrPpggrUuhKHdzxdICeyuFBi5t2nvcGlBKS5eyb6+OU4VyJ7gyPfK6f4IzMQvS5vt4oVCeBw/3JPbZyIZniF1tLzF50rPpdpMUBYt4/QNEPhJMPsmD/WzMCc0p4Sd/YnYikJ2PFUgf89o2a6xAJNdIWnNHYkWWEFMni4yLtPe+ev18N5QrpCq/eFwdhMoUattJju4GimROxfSXyRiXydXuuzHWHEGkCal4RsY8YbGz5/kGUqFJBCf2z+9Sc12P27V6qXe9yEZJEQzS5E0ugaCaBaENlCgxXP49GPGIhaF7JcnR0vkFJlaixPdEemUyVSpcNGF2m0uVdPa/dvdoGdaz1BPE9snokB1T1hCGykRI4LDhswLhTjBaN8q5Os1aPlB0sV6IXVYw0mkWObnMOeyDR8kUpbEMng3OEJoG+tcVJ9Onuknj44mkDvNXmIyZyg3lUk8zyLayZV4Akcmh0AAIAASURBVFZaUrd/Dgi6dy5HV3HcPq1e3q0OLteANysNYbHGbJ9xrl8tP384QmdsEGhrDpAKwsjd6327bxrsycWDEnoUvvYPv6gHd2JXEOndci4e2K4ocnbLLbXJegvyknF10eGfTlcWcg0sRA+wNuW6KJ5Gf+vwoZv9Wz1+KDadyi2cX0p752CH6adGJFcgXl7L2j3O15/2OwPa+8+KwSXr6Y1scE4qlCZzOUyvK+h1JJkUNRoipVM8vX7ytz8mj0+mbm6MvZ7229es+oTgCyxWakfZ/M7gzBqNrfUGRpOFkcoqewN9OrkfDW3v7yysr42EAqJUSm420fV6Ui4vz2QX0/llcCixtMDlJwJiOP24SJyZKyyGwyKTkaDVzBwdDRv0E8ko++nGnAzJIx7FoG0dtI0OG1ulmjWa6dn0nsUkWFNONxvaTkcdi0kfHs0+P1urxWaz672ubtDXX11a6rVjm0Wwt7NQKKrg8i6ujYcnU0AcZ1fHMiXw7PyhZnb7YMJgpZhdbIEEGZ1GNyVrTmnr22P9S7U/yrp9pS23FN4w41A7kchJbV68M0DaUiGlhhLE1x/lZQpLMHTkcuToaPrzD+5SVQqs1LtYKtX4+arI6SZCwAejevesvX48hKEQTOALdV6zuwhC/Prt0ZsPJ7EEyWgestonNDoknX1JXohWTuGlc7R8iXF2ufL2w3F3sN6/3L2+O7x6UF3cbLZ6aKJwQNH7V9tWF5prH6I4UHM4MZGvzj6+RTsaELs7WMzkGMUiL5Gg+32EN88nZiNye736z//k+8uf7e/f7N3frPU7knyWEQnT7Xac3b5wfr4HYcDvpzSb69EoLxIWXF/p724N6dSi3U4wGqfdHmyhKNCeIjo9mkcCvHm1RUzkxnKVmct7dr4M+kK/uZODUyyVOckUsVAid3r8QHimc7Z4/7Tx6YeTi2tFvSV6fq1q91dyReGeCpErEasN7w+wVYdjylVEdTypOaWIlxHF1pBKN63YQeRbaLoP2Sry7msIpFyxNbJ1gBEtIctrY9sqHFOIbByPyFWII852JUS8FYS1iGwd4UFw+SuIZA3Z1WLUFvqemrV7JFrdFDI486e2raUNEp4JoD28c4Jf2R7hLCLSNeTUTl5UIt6INJySk+mIWIakcut2Fy2VEVXqy5k8NxDB+oIw4Yec/uFEAQ9C8+ln9dsfVKUOu3EuuHiSnz0s37/dDMRx57dbF/ebqSIjkSWU6ozOmQhQqdHhAi9DJLsGjM1TKlXWze1afyB9Ao6uM/3hefDd/hjO6gVTNZeqcpoXa64YWe+atwSJ5gDWHsU64hida6jcluUri2Dk9Ra0hLTOOG+2keB4SdggDCdYIENwDeDPmucsX3wkmFrI1bnd65WLx9WzW2X7HN1Kh64/qwtyRWaxwmh2eWDCYkns92fOz+83yl1SbUCqDrCeOOJPIeUuETAZJBXw1hdBk2yA6sEUDie4h5qhl8dulGyFU6gJCxV+rsTNlLjpMtsdw4ZzlGJPWLuUANPYwqPBHKZ5LU4UqehalDwdvi8IYLUjuXzYimaIjYEgUyV6oiNgK4GI0bRKTqI/xDNZiTBzQZHB6YLHPTpBdx7ZXQyDdbbWWU4VmYDtwOmlFsfkQmze8VCCnsxKXV625hRnsqErSWJJeq0lffNeBwqcyfNh4OUL/GiCFgwRAYURMAj1Ph9ku9SQog8rm8zONePuvbh5JggBrmYXYvl5Z3AUAtfF/Vq2wtTb0RvzvRvxh5/2f/qz+uxBEEgNO0JItU+Elip3aHAdriAGQqXJvhCMMSDsRDLzkTQpCjQUxGcKzHKT4Q4OQ6O/+7TfaDM7fea7j+vvPq2+fr+SyEzUW7SH55XBBf/nf1CdXTG//rJx9yT+9HXt6a2we0btdJg3dytX1/JKlZfJMEtlUSzJbPU3a82dH3/OtTsmr0+uO2Xz+MjuHlajZXq9isXFUaOJf3xCSabX4omNVPQoFtw3nXLtVla1slUpb8Ziy8Xipu4Us7aB8MXoxnyVeghGWP9q+8NXczROBoJDU/k4qYmEMJeT1kqyq7Pdm3N1OroS8q6Ucsf5zP6xmgB/y+Aj2zvYcHh7chKhUBCffwnNsMwDySCrDonR6HatZiiVtJmsyh+Qa7Xs/X2ScnXa5ZYk0nJfiHN1r764Pd4/GT05xewfT+2oxrVGnNZMUm6MyJRDdudip2/CkxBPgHGoGR5c7ZfqKzAWpcvogjkRzPzdIa4A8fj5y3I00cz+4aRyHUklFD4v5+NH29X1DqjPt58NoKGhKLneVDZa6/Bxj2/0rYESjGemzLp/cwBNCqxarcmaLXkgSAImhVeLddpmn/b659HWyFAyeXq5xgGdvXvaSWXRlImeEBGGbKrABr+VyrLDcVK9I4ym8NW6GMxZpc7NlQjNPqnWwYODPr9aNtuQeIrUaEi93rl+R3Fzufnm6SAVI7lsY8Uso1sXJcM4r20i4ie4nWSPm+7xUFutjWRSYLHMp5JSg34hk1L0OieV0rbbxbRaCGh6PNsM4LY/QDRZhiH8F6oLvUt6vTdf7WB6V6SLe0ajR6612I22GMKG1TEcjk+d3wjgwioNBmgTcH04tgDf7vp2u9tbS6X4TidBq0W3O34vkXV4hKxvIlv7w6IVZE8z5E9SgxlqrMCL5WRGJ+nutdbiXjDY5sNJkcvLDEZE2cI6eJRT18yBCTH65g0evMZGTFW2QxkFkYPk26vOGFVjn9uHgbc/v33I3NjjcsUYPAPR2WXWwMrK7qR0HdnVjaut0yeWSU+UrrXOZMtLuYp8fRs51IyC08oUxdBf9aY4k6dGEph0YT5dwKRLc80BrVDH3zyh+baSJVzjjNu5EuYblGyVAjH44a3q+mkbZCsUn41nF7Jl6Bd2oUJN5wndnhhEOZEkpDNkwKB6g9/sicH4Gx2jFteUOwykNad3jWpsSPNq1ZukWEMkT5KJHhmaJ0c0h6bDKaYvTDPaMAcnyEsS1wmTDQfqDEq9fzSyfYAYbGjq5Mun5adP8qdPimgWC3pX6aAqVO/wqy1+rSUCSkDLxxRYpTKr2eJXa2juxkSSBFgwuBZn6wuo1PSw3gQCR6oyG85MZyo0dPOeF68zYiCO6k0EOJQb6CLoRI4JIzOSonv8WId7HtgrEKd5YiRPghgpMbIdXrJO92XmAnkMOAC7fwZUHjA/mmaYnbNotv72IkSURIGQLC2kyvOlNrXW46GL5+KcfGn1RDsLs+9IPQvzLhiRmG20UyPe5qQaLAvF2hL8uTuEqXbQOlgWD+LwT4JbzZVWwrFFu4vlDbKDMWY8Tas2RZ+/mS6ut0vlxWyOD4ITjpDjCXaxJEUCiZlAYg5ddhfG+WPYeB5X6ZG6N0x/fAbaEXQZNPql6BapeSa8elJCN4fSUwDO775tV3s0oOP6GTWaHwtnR27eSLM13L4GKbeEwOoCKQLzFnwHaDqEEYcPs7QKJ9irhxWTAylVmeCh0EW1N6KPX7e//LTzhz8eXtzwnl6vfv3x5O5B8YffNL0L1sdvG2c3nOd3K3AMrgQwgK5u1y+u1qo1aTYnLJZlN4/qT199quPpT18S7JeloFvbs4nkpkgCWomx2UXwQ6tNWCwd/van6vuPcfUh42ifqtpbsJhoTgd9cwORotmi55ut3QRMLR8N5C8QZfkjdG+I4ouQI1EKWjnXgnXYyaWSHC1O2lJcDDbrJWUiJPW7xZnkVqelrrdUsfSi3c+u1o+XV0ZX0M1dStkymiMpk9vY2pne2l6w2WTx+H4otGGzS+A6NRqWWs1c38CYLdz1TXQjU6Gi8ARpDg8FxNrhpnsDHI+frTHMy1cR0F+FcmzvYDYY5VbbK0DZdu+szjyst46r9WOJrADNxaoaY3IQrR4PIUG2giwuo6/3t1aflwX232AcVR2jO/RgNNSash9+dDVaqzCXYmlwVcsQob8vqn8pE4zWonR78FYbxuMlhCN0p2ve4Zx1uKY9vrmXuxYgc8JOX9weSPMlAbSSwTZldk6j+R7hTariNDp8FypN3uB8FdDbF8TUWqzuOdMXQSoNGoA89L7dNZrLMd++VUci5PfvDL/+5GvV5JkY96q/++GVsd9cTwToARd5ewOxWSlOBzWbWQqHeF4Po1HfhpATDkojoUXDKWl/d8JowDqdJDS/h3OhUl1yuedMVgTU6upeePPE615QGj38wxtJvUMt1xnt3mI2z4QIAea9f8ltdFipHC4cn/UFp9y+SeD6ekOWzvDjcV42C86JYzDMgPpHoyxokM0dJJrhuiKESJ5W6PCLLV61Ky02VrwRWqklMTrHPBFCpa3IlqQwCeut3XRxyfJCl74MDbQsnJN9+CUxeDAzxEj9ctsRJR1ZJo7Mc1ob0xlUusNbJwbxPBmx+ZdzjUOTl3VsmjX7cK4Y0ZskhbPMaJ5baqJbSS3OeTjSBVG1vVRrSMo1HoSWQAQcKrXVZ9R7tP41r3fJb/SYkSwG8Kh1LgSNDmdmvdEpUOeffkP3rBYbfCDoZA6fLhDLDWY6hxblK5SZpSo7CjqQwOcL9GSGlC3R4X8W6yLw7OE0PZKh+ZIEW3A20xBagziTF/ddoL0gfymCyT/lDOBN9rlj3SioM3qH0DTj9FJh0NbbWzY3AV3fGSWB5a/1uL0b/vOnjVgOlyyS02U4SKkyHl6LNTZoNKgzdFOxwvpeiDKVJafSFLi8Yp0WL8zl6vhcY8EbR9xRJJgaB4J0BWeN9ulT8+zB8bgczXIHox3NU7h3DH4dU6xLWoO1YmXRFyTrTFOHupFgmu1JUKFfEjVeusELF8juJMYVw5jdM+Eko9aRZ0pCmxvrDZNe8uShy05AG6s9dMkzhBM051GCDSb11DQHn6g+hfHDjSYk4Gk0egxYWKNtHt0OEyUBhueqnHSZavePeMKzIImxlCgUFXsD6DYLtO5MlJAtsr7+bH18ddzpolnaozF6KEwCfYN/IhozorMiGhNydIq+OgIjkdx4ojRjdKI7xNMlOnRqskjI1kjFJuPp4+b5gxgsRveG07vlhrPjocxo45wC0B0vTly9EoNkW7xI72olXxXwJYjRPhnPE12hMXdoZl+NgPUD+3D7DLw2ozMglzdr3TNR/0J887B8/SD5+vPu46vln37R/enP9vuH9S8/HhdrxItbYSo/W2qQqy12Ok9PZOiFshgtXZGFryeIp6UQnFPZ5UhcZrIwfv2tCpp4osFXagehiMzm4PiDMoEQ2dtfOFDhiuW9YHh5fxu3ppg42MX4PLyAn2fUExPx1R+/5bw+VjTGrza37p4MD68NnbPdfGU5lReileSbK6kUWqmo0VhrNBXFHK9cEHideJeVZDFQnXZ2KrlUqKy6guS1fYQnRJRrw3AZVju32T6x2Jhwvro+trE5t7tL0ul4BoPw+ISGZqNW0/cPiAYjz+EUsTjo0lQYyoDDZjveaMUvKxGzBTXXbg/d5aZbrTTVAWZ9Hemeb98870JPdS/lpSYPOsjmnULrRGSlvTM1sLNybYhEhQE6DBLf6R9ubw2tryGxGERjodk2bLQgdvek3TVba8pbnXUwHxDnQWEdvvlkngOmQXc6ptON6/WTWt3oycmwwTgJMm0yTwNTJ9N0dKlMHA9zuN0TgSkuVBmZAjsYp8Cf2zwznvA8OMpklpHM0tAceG1Bu7scCBIcrskiWlGJ5PQhvtDozYPCbEcAwB8ed6JRwufPpmpl6QC0L8DNJ5btBqLucMZlptj0uG0lkojKri4MYHSgka0WokY94/fy93Ymj1Rzqr255UVkUYKcHGEcdprbRYtEuPX6eiBIsdrHEhns2bXw5lHcv2LVu0D05GYP7Jq001sqV4WJNDmens+WsM0uO5qcAYgGNw3fq38mB3hRa4ZfUunyggGOw0H0emmplBDa0OqYbV/I2zcrjUtxEn1shc03eL2r3f71TqUrDiTnU2Vm63wFXWiVYKXzslRBavbPAaZVL+TphjRaXOzfn7av1TonLphjG3yzliCc8IIZmT+54gjKDvXUfS3p4BSvtZNiJVnzcjtSYJr8k/4M0Z8i5FvCRIHlCi04/XMG25jeOhpJkxstSb7EcnrGnd5hEOjuOYRbarVNe3yrrLTo/vh0ooAHN1ztclIlYqpEOb/deXqn65yvhZLEQGQhEJ0NxjCpPOnFQMz5Q7PRBC6boxaKDIBWl3dibQuBbgXegrks30RWdxGVAdHYRuxB7L4ezsdAo40+nMm/YArMnliHvRE0fa7WOAkHyKXVhQ/G2Jni4tn1Ya29mi2LMiVuvsYtt7kQNs7uliIZdBMHYH66AscCvGZL5FyZkcpSXwSaA+EHgCCdo6Uz1GyBlimSQMTTFUIkO+MKI+7IMHxHkBe1YQiM74lu5uBoSq5ENrcnTg0UnQEH9g5UEmTR6SN4/eRwlJ3KLRZqSm+M40tyoPHjFXG8LAhk6I4I1hrAhJKsXHmx2lLC3PeGqKE4E04gOEUzlGgWX2jQy20WnHjCc/CeDi/BF2aAFkMcgvADeIeWkjlENnYRaAT4aFcA6wzMJgv0eI7sCk36Y/NHOnSC25x0t48DAg0f4fJh4mnKu0+6p9cnl1f7MNESSdAi6AJJt7eBAN6CFmvNyIEGOTEgjuBQMD3qT4zavOOZMhvY3uIZhq4ttihwXD0vgqEY3PPOHwVnD/yLJ2GmNudPIrUB6fnLErw2zumxPAaiIvhlgDugvFSJ1L4QwZWt7iBqI1Jpi64f5Rd3S6oT5OHV/qt3h3fPG91zcb5KunmUnl9LXr87+PBJC67t9mEjGJ0uN2l2L+KJTFrdswYrWrfG5qF6ghxfWOAPS4NRcOvS1+98x2rcT7/kf/2tfPfgNFpIHz77Q1GhYg1dCLG2MarWkkAlI7GVTG4TpNlqZjw9OP7zP67+4ddMKCBRHWBPdbTVVeREPRWM8sv1jUpjHWC22d25fdLc3u2/fqO5uTnp9/cHgx1ovmyaViqwXz+pcynRqgKhkNH9JtcPx//5fzb/n//36ezqGOytch1N9QKWJ5NfS6ZXP/+QPjlhLC1NLy/PbG7iVtdmNjZn19ZnWWxkbXNq92BOIkOyBUUyK0M3lRgwylXEZF6oVADYt9vtzftb3eWZOpOUh4K85zfq+ze7RsfQ3ZutxuD7xKPUOrIT3dTjK0cktnx2Yaw2dmvNHZePASPAZiWBxIBXurnbAXwORbHluiCaoN0/HTc7q/EML1Xgd843QJoBpY+0Izs7CDh6r5cCGn1wgOztIfB6oh66vNrNF7ke36w3MJstUJpdXr3Nhrl0/LIyD0ahzTups6ADye6eDscJkeRCpkjLZDmRKC0cJQLihWKT0dRUrkSwuZCfftW1+wJ4n/unHaNxtFiQZpKypzvn07Ur5F40a+m1/P7HV8EvbyMHO9Px6DJatc9AslloXje329bkM9vypaFV+ahEiMCxvTF5crRgNpIT8cV4TAp66vZgYwlSucZqdrkgwfUOPRAZr7XYlTrf411wuReKZX6lzvaHx/oXwkhi+uoOzepZbQgurzeNpokNdMvVzN7u0KFq3G4jgVi7XESfj5zMsMzuoUoP6GQxWSaGMzjQ669/cP/zv+VvntHuaJ6JgU7QanJxEgBUtaOM5BmRIr3QFVfPFLGiyJtgh7PiRFmSa4Fes/JtSWWgdEUZO+rxpU2EK0N0dsK+bmr/dCyc55y/2qmcSXwpTCiHDWcXyh1eMLVgdA27gtNaC7KpQifv+ZUSLtsbmPaFJlo93tmVuFinpIu4q4elXIUM3he8OcxBQNRym90+l7kC+ECUYbJj9k/Q+Q5dprcgTt9EucEF02OyI57gNNij7mAxDkRsHfIEMPmqqFhftHsXjvWjVs88cDTgvNY2vq5CdjTIqXMODoN73hKY19kn/DG61YU1WOdAmu1uMsgWSFgqLwKfl69Kvt9MC8TxvSvF47v9/rX8+1bDbI0A2Fftk4ttAlx8JDkXS5Eg9n+/a5zKAZlREylKPEXKV5gg7vCNHIFRm28I8DGUxEXTaFlnUGeDmWgwUXf2ZvcO5iw2DroCyjFvcWFcfmI8w69UV0vl1UCYb7CSVDqMyUP1p8ShnNSf5INYh7K8WF6YKcnQhzcxtt2DdweoKOHGmBBuoRH8MezLXV8syBGaUiPPgjYBBbe6FsAZHJ8OwXeEk0PNEBwQD0DBQaD9UcLL1m2iNzoD77C1jyYcPjXi3T5WIiOBvvCFsPky5+xq/ep2FwS62ZJnc/xUmpUviMEOIuE0FiAXFWL3qDM4lqkSSx1iqowF1Ye44Y0sgFIHk7PFFql5wWhfMUGF795JmxfUQgvXu+Vk6/MA0eePvH/6dytANLRysrSgNiEv2SQEL2EHLRF2akNEwIauMYC+apt1cbucyjH/+vfYH3/3v/+s7Z4txzP41gDEkYEWRa8v+fyEWkvq9E7l60yrd8gdmdtWIRv7kxv7U/vqBa2ZavEIHP4lV2C52dHJlcNmKxu49f7RRaEjiczi/tHI5a1GawA/vuR08yCWzmORLcCukwWnnak+mXXYKdGIUKed31wfMerZ6eQOmpzXxwR17p4dgD+1OAjH2mm1fhK8RqHEKxSkuZy0XJGhhYSD86kEIRoi+NxYw+m0Wj1md2BiGXqiSPWlsGCO6BzE7Wd2B0dODyNfWq/U94CmQ6ENEGguF63MIhQhK/KR1bUpChU51hBXUEc2nEjL4K9AZ5MpMehjv7/79o3x6vKg21x7uFGftXcLyaVuY+sf/ux9+0Vj9UyAImSrVGjb+7fbf/2XSCwt+PGXJAQknYFgc1KLVSV0/+Nr8y+/RC4uVCBJLyqJpsj4/M1UrIgs9plSVTq43slVxGbnrEqNZvlSrCMq1XAiIcxmJSDTWu3E8fHI8fGQ2TLT7igTKZrNMe5wj6WyRFDnSoOWKuDhryzu8VSR9rK2fw60I51ndAZLyRwxkSW93EpjZvNsdI+DD0U8YOfz68V0Hn/3pMyVyAdHSLksUh0gXhfDqCOZNLSAYzEVWk+FV4uprU5DoznBRcNLx4dz6uMFm4VxqiX4PRKHlb+unNzZmF9dmVxZHF1XTCtXxna3pj0uPlrW1oC323FeHz4SIyUzFMAuwEOXbwQUx+3FbG4hu3tIOILimNs/cn2/FIxO3DzIo4kFp2eyWhcfHSMazfjmBrIoRVaViEG/YLXioJeNxmkwcOA4L58VH386aZyJsxV2vbt0fqN6eK0D8oBICfMQRj7MQ4trCnxJGezXhcKfITkj88kqL9+UeeIMm58YSLOTFa4niYuXmKka3+jGbJ0gR8axUydmeRsJZjjJqsAamgnm8a0bSfNamG2RCy1atc+OFXDe+FQkgz4WOjGh3hctG3i+BD2SKRCv71funuTlJiOZR6s5g8x9z0foCsEUxpRaHPDEIFg2F0ljmDjRD9u9c+7QnNs/E0niIJrCK5puJTDVHkh7F0uxJCjsBOiL1jS2vIoIF5H1PcRgn9XbpvbUiNE9s6dFTswTtiDRhmYLoUFECaaZzgARtBJAEtTNG2SiKRI9eBC4AzVS764MrjegZU70SLrIKTWkVvc0KM+LQOOqfWLzklzu4pOFWX9kKpIgZgvAzmIIipE4NZIgh+MkX2g+VUTX54E6GR0jMAv8MVw4SQPI9QTQbbF2J9fhEhweEXZ2507UZO0psdxQ+iM0IA+g2gPVqN6wYLHTLQ6WeAXZVc8ZPUyTl2X2sDxRYaIkLzQ2AP7grdSn0/vHQyb7gtmB1Rqn4QTCLXoXPjQTSs35YtOVDu/8bj2eRYuhnFrGgIsh4B1qEbA1IMrgKQMx8os6k1IFdrbCiWUp/jjGG5mHK9EZ540WQiDCA50BKoqnGP0LNI1Jo73caiuKJXEmy8vlBXCk0jyk2ODWuqJclYXmZCrg+7ciwGRwH73LtUSOC9YmmiGb3Ui6OnfzRty6ojx9BudFrvQg4hGT5RkQaFBtYOrPv+7ag0iugS21qY7ASKZCSxUZzsAMWuk2OXWkR/ZO0Ppd5Ra/d71Y7wsv7/f+/l8Lbz6awbOXm0svBQWAZYhODw5siME0WyzLXF5suSV6qeFIksgR8coYHBLFxOregkrHPDHyT/S8bP4oFF7N5va+/pj5/W/1fGkVrOXeEQLaKpahWzygPw6PF8hURHtKOjjE1Gtb4TAnFuODe93bHV5TIkcqsmofr9EsmMy4YJRbqq2CusHYgoC8owJZR040CPh9pxMHbVepCdIpfDqFDQXmQKPzOcHgbPP+cffqaa1/J23fSqsdyc3T0d2zttJc/dNfsx+++Cx26j/+vVOr64GdpdKx1dVZ2RK8JzGWWHV5BN1z7cnpfCguCsUEh+rxUJjTaKy12+t+Hymf4YUDpFSUcdXfbRZWCnHpx9c2QPje5Ua2LPi3/yjevd6DgJercroX68Asr946AdsB3m0uSqmO1iHuXx5EImwIxV4fttVZ7J0tw3H7uLckR8y26UCY7A4SNMZRtWHEaMNAVOOi9WWIjcZGobBstxMgTsCfRyLMfEHYaq+A5YzE8Yk0/qWoKCdbxPsiY+7AGAhT+0LavZLBqAUVOLtSvnp/AOpQqDLiCXooTMnleWjy2CgGZD2Znbc4EAC9WGpOb0ZSWbLZOmaxzioUiHwFOdybCfkkxexWNCg7VeO310elYuggzKIEMZySCrlNn0cQDiwFfUsHu1j0bpV8Fo6dDZxyeXJNPm3Ss9cUYztb48dHk3r9LHRZMEQORQi+wBxECJNlWHc6YrPNezxku2Me/mm2IUDQTi/y+HrdExg71iDgEo5PkEiEu783AvHbbCKCQOt006DODucC0Hc4jv/00+nnb3oAKGhAICBwrDCHoSVtHozBNmbzzDj9C6eWCaBUmNWpEgdUOJQmhnPUXE0UK/DcIbIDonsMp7Yh9sB0osyMZqmBNKnSFffv123B2bPHrbOndU9ixhEdzbfI9XNm7YzWvmYX2oRcHV9ooosWADmjuWl7ADm7XOr0pbkiFezCw6v1++fVUp2RQFfFTQVjmFyNAb0D5hogDOa4BQQ3wvSHuYC3gHjp4v+fDiKeo0KUDSUJ4Nx90QWYpPCfA1G0yl+xLrG60fxEMKdMdrS2njtERI8wXmsZNTpmPDGKN06P5vmljqLcVVrcoGiToGvxjBBmIuCzJ0iJZznJPKd9pig1hdBEx6cIgLzTR9w9RNDKrVl8vDCbqc0WO5hcczaan3zhYmK2LMqVpSDuniBansodxJmd074IEYQe2BEMusM3H4zTvCFqOC60OmgwzbWnFItVcKAirK1Pb25h1jfHQGoN1hmAeugmjXZ2d3d0dX1Yvjak2BzfPprf1eA2j2b3NViji2UPCCxu1u4hWvgNIBcmI/wJnKxvI/Am8A4wTSD0JgokCHilFgumfCJPAxeCPkF1j+ttQ2BHQOJiWSqwKQgaXHA0zQB3C98aWjiYwLqCmJcrIRqteF+IlcoDQdPBzp5fb0AcyuS5iSTLHyC+TBkBTDqAG1Sg0bWBdU44PZ+tkW5erzx/2ji7W75/fQjmt9GTg25CrI7kxt/+qOjeUuvneLMPuXji//lfDN0bTueKe/ks1juRZHn2xIzA6Dl/gLkqAQmGK948QP7yL45IFgMBvNoRZsqs5w9H//jfAlePW8Adn74GUrklpxfalx9NC0r1ZYeXYHdTQ1GxyUQsVtZdfkq5Jbd6MVYficFHmLxh2vfNV4tjS5tYxS5FvknQG4WB4KrXJ1taQf72zw3A3lCcE03xI0leNCn8+ddkq3scCElVR3PZ/JZahwVCBM/u91MAEl1OqsPGMBu5K8tDlcqWxYpbVqL77tZ30CQpGj0GrYijRrR6EOhhsOrPr4++fNM93CvOz4XdjrBe5Xc6y7f3u7cPGxDSWlecy7dLoFN62/DDm5OLu30I3cWavNbc+e1PlV7fqlJRNjbmj47Ju/szsYT8x5+zv/258Pazxx1k/PBL6PbZ4PXRG631YJBms891mvKby+12TTZoKx4vVR7L/PYyEvYyqlVFpamAbn58cwoqsLqNVuuBOLy6hVzcqKXLyMYOAl+/c7Ztcc7D+N7eQdIZLrBkrYneeE1laG8+aE60iME8kSsKK61lUBZ4H3+Eni0uw4xKJkWDwV46LTKb51IpYb+/3R9s3d6prm+3+2fydk/SP1+8vF1q97nR1JTRDihEyNdpL0tHmdkqBaC+2oJPl3hCY+2BEMwHwHsyhS7RA2KtNpm5Mi6emfGHx4LRKVDqYAQt8uB0YQ5UCPRItbJuMeNNemw+t5LPLuu0GI0a43KwdrfH4lHZ5bkezo8P5/e2Zw5257fWMEuSMRDokwPm/hYZZNp0ypOKkOVFZFWBHOyPWoFTAnS0HrFhJBDC7e0jJtPMw4Pu9WsLaPfaBpr2Nl8mm2zI529HiQxWb0JqDYnudKxUkptN+Fp1s9Xcd9jJINDRKCuZYpvM427vzOXtRr4k2AGvqh6FLrNYiceamUhCAL4YgmI0xc2WpNCegJCFquzwFKn2JGf368kSI5ymJgqcSJrli6Fy7IliIlli70bevV4pQ2zrsOD4w1/tj58PagN+sU0vdqi+5LA7jlTPKJ1bdrw8nW/iWpfMcofSumCDo/XFxwoVarHCgqhZKNNv7levbhXZEjWcmPcEJ2NpXHMAxCAErodX0NyNPQSkGQQCjBqMbX+U4grMa4wIjNidI/T5EOgIyDT4ITBDzsAUzH3QRGBtcO4609T+MZqX+Oh0JJ7jeiIErWXY6JzwRoneCBkEutHfaJ/t2tw4IGhPkFZtrbX7e5niYiIrgGEGyOwJz4OE6czDoLa58iKQUK68hFazThMCyYlQZjheGkmURyPZKX98Jhgnoc9ay+jdBjSPaBCtJqEzj5scM8BzoPh6yzRIP/wWcMTlZe8dzMiWkbX1yRM1dXcPr1ydhGNFgYC8ao0TEAxMNtzO7pBcjjpprZ6qt3LUJsb6wZxEOSzfGt/X4DdVGHD5MP1PjVirE61f4QkwVCdj8jVEawCLOQImAMQ3W6UbHEggMQs4YvOOa0yIO4SBFvbFZq3eEWdwAs6/px71hLAQxbsXq2Czvi9jdfgwoGnQ/mhSXDQdKx29/eKdb3XliTQzloSxitUbxhzOOYBowEHQawQ49+n9QWMgAruULM39/BfNl19P8nVm/2r9v/57CSb/xj7y+GHj+rWkdkbwJRGIcqnqZKI03bvlvv9x7/rVcuuCf/9u7ep5KZSeiuUx/sQkqBVcKFOAvP6sevq4/vkPh+Bi3n45+S//I/XlF/Nvf/dFMrRTy7zBSvFHxJHkktPHhdilM+HBSQWjsv2jOakM0MZ4fqM3OkmZqkxtwgkWJ5eVtEUFgSkYo/KH+Msz/CUMiLVCidbnttkFHp8QzfXcWIdOBaKJpUTZotzj5/bOtB4/P1tY9/rRDdOHh0PhCL3b28hmQYMWQkFBIb8bDEh7fZXXT1brxyFc5yuLELehS6QraJ7MbIGSzjKttqlEioIumP20+/btWrfDf/2822pJyzXe05vNzhU/WZ29eCM9u1/85S/W7qXCF8FDkPeGSTeP2mpj+9ffqrm8KpHc/PZT/h//qXn7YLq41v3x90y2IgVXGElzYxnhxdXh7b0GtMPnJ3RbK/EIKR4mOi1T6j2kkhE/nh95bMRkQtbsqA6OJrT6+Zc05CMeP1smR9PjgokDeKm2lMA7YLqf3unAdgmECCBkrsiE64wliYHQAjipZIbD4SNPrzUAMsAFkRRTYxhPZEWDK9XTk65YXLTbF4BqA0EKhPFub+3mdu+Hb8ar2/XLG/n1vbxcp8bS08ncDLjRRo95/iBrXwoqXSa8ltssX3ja4kRShXl/dLzdW2w0l07UiMU2fve4CTro8CKh+Gijyzi7kqbzhFMjmhkcrurNu+NKTeTxzcXTtFp9MRAmmi0T0FO12lo6JQMijkVF21vIoH8kX0a2N8dODnE0MkIlIroTpsexsrk6L+GP7G7iO03D1vqEkI+canHBAN/jpqOL5CwzsTgNhnsiwTUaZ5Vgm46GQ2ESuPhai+UNjvjDE+kcyRuYNVlAc4nxOK/fU2k1M1YLMRhkQbiKxphA1tCS//M/y6kMQ3WIgC9ZW0NW10AUELUas7s7rlbPm6zU749n0RInmimwxmB13/2gHdysvqT6Rau2F2pSYCuAr6vHjXQZsJoRyxGePuy8mNelfIMCMg2oBJoVzkyCJU1XMZ4YEs6OgVXNN7HOMGpnzx+F5S7JEUR+/gf9m/f79Rav2RFc361l8lR/BHN2LY+lCbdPm4/vVM2BDDwWKG8kTUKXABekcGEAIhrDhN27AJK9fYTk6/xojhJMEYD04wUaHHDujc354oCNQxDCwQ1YXQv1zlrnbAtsQbrIO9EjnQv54GbNaB+H80pbAXbt+z0N0M1wggucBOHqRUPRPEfgyAE2WwN5psR3ePEw0sDsZgorzd6GL4rV29H1GCAsycpEID3pi2MCcZo7SHP6GTrzgtVNWd1Dq/36onSdafJQMwSai96rcROCUT7M8X3V7Ipi6PCIYDByjk8ogM8r8rHllWGANmB5mNEANMe6cYeTAhxWKO1YHTyNkSFVDvOXkJWtyY2DuQMt4UhP3tifEi8hwIguH83uIYL6g28QShGdEbO5hyyvIaCzoM6nNqR1LnKHp0DlvBG41AV4tfvRzE3+OAYOiG2Ap9DdYBqKdVEkBY1Phr8FG4HeO9XMrG4iyk20CiKaeKcqzZdE/hApmgDHyQR8DoaoMN6ACEEH0I8sNvjggGL5+bMHwZuv61fPK80zsck59u1XVyzDBHpPVwjQfJn6dK45Xenjyl0iDJFSm3p+vzy4XepdLz5/3O3fyBIF/NOH7YuHlVqPByPvQIOmnL98kr35Ybt9Ib582Hz1Qff4Vn335jAQZxxqZleUw6pjnDe8YnGJj3Q0i0sYTq4z+RDkF71+ZTC+LlMOkVmIxUNb3RmXKXASGYnNnybQ0EQEIM1cyZRAOrW0PAMB0+kWBsJih4cWivHyZXk8LQXZeinogI0nFfuH01YHQ3U87Q2yVSqkVl/qdFdBeup1RTotcTjYsZjMYluw2NEVNu2z1f7VZr4qQveq5tjVBufdp/3nNwe1huj8Sv7DT+qffjr4+HHj29fjn37UNZoiMOl3T6sXj5LKgHz7cTmamzW7IajO9K9XoxlKIsf8+M2WKSzlihtev9gXEBcrm9Xmxveyyo3uWr4u9MeJ6ZIQyKvSXK03lQbjpNeHzWSY7abk6xf92+ejVJRRz0vPmut240I4KG51NFY7y2JjgqcDajBZ6KtoYg20eDDwDly5fAN5yQKzbLCPWO1joMsO91g6R2m0hcUyt1QVG8xTFtvcqzcG0OVDLdLoKTMlYboggrBUKIpAy6Ixeqks6vVXB2frg/PV88vVy5u1aoPX6vF756JsCQvqXO+Q+9ecwQ2/fcmDwAzhGU7u3iou7pa6F6Kb58VQciyRJkK7JVK0cpU/uFhOZBYKVVy+Ml/v0C9upN0zUSyJ9Qam4ymCPzQdz2Bj6QV4BZOeK1OcvjGNHkml+OEw5/R0BtD++Hjs7Ey1s41o1DOgv1w2WvD7VEN3WMRLkhHCAsKgIMXcvuYEByK+sQb/DeP1MN1uCngmYJPNLfRWVaEgA83d3kb24Ye+yUqDEYxOJLPYdk8EMQzEt1yRtlpr3e6uwwFKLQAbkckKXu7SUN9/hPA5OT+PGI2jas1wrabc3ERq1Y1QSKjVECxmViC0qD0luTz8YEQEQRR0SqVBH4ynC1QA2GKVB2EbLK3eOvrjHyww6d583PNEJi9ul2M57C9/VieKmO4Fr3cjrA9YuToeSLl/xwNkTpZnwKH277jFNgEE+uWc1zinJ4rz337RvPuoOrtcAnV+/0ndG6wUKtyHV/v5Mmdwqaj3pBAJkgV6NEN2+KctrikQHTDsa9CGhnFPCA88e2obBoEuNPmJIj2SJYM6A+wH0kR7YNLgHDE5pgC0QZ3hyFdk4N5SeWGxLgklyECOZtf39McgymBECKqTCXh/dwB9NghKDZBocS4YrDNa05jdO8sVIxbXjNE+DRjR6u0WyuDrl8DmOnxYkLZUGVvpkSAauSKjZs+o3jZjcRGBkFQ6DG8RrUcuWEbMHsKiEt2pAAhyqBk9VI/rTTidgaBYHfIFFj3exVM9Q64YBSgBvVYdoWW9gOhDCbovTAXHYLZgY3FxJC4z25mbB9OytWH5zoRyb0osR5bWh/Y12KNT7JF2Jp4WQ8dBaIkkOUBs0FZghlADcYLuvwNM1loQCKsGO7rq4SW5KA40Ggg6nMaC4kG4RZfThWdjWQqadz/HBPdQbkoKNWE0zYJWMlmJRhvg6YzNAxBDiSWBnZmROD0YoQSCpGCIDAINBwg0eosDrITVM+EKTQIHff2jCjQ6UyV2Lhfhh+9+AD097l7K4SehzNjVK/HdO2m2Pj+450O0R6ua3snRmxV367evdj98O+1eLv/0J/P5vQICCAzK/rVycKMAvr54XHrz+RiiLnDi4PowkRc6/bTrJ5cvvObyy4OJbcXmwsgUskBCtlW0cFJVqJm8wR2HD0IuR2thBZPK5fVJkXSWxZmmMUYZ3BEGDyEzERoH4YvHN7Zwu3tYp5sXiUvBxZya5sJxIYgg6HI6u2Ew0RKpVdXRnNvH0RkWwnF+Pi/5/MUKupMv8AEMfX7SihwJBDkPzyft/lK+xstWwISSnYFZf5QA1ANe/s2HrduHDZi93YHk6c3G09PS7Z3wy5f9jx/2S2V0hebj643HD8rWNXPwLMxU8dUu91iPPiZ9fLfvDMx8v+MGMTmRlgHUR1N86JVomgbdBjG23BHAfKh3Xx4XZPgwJsB3oyWjMjS3Z8rlnjQbkZNDJOQlhLwkmQixWKjwvRwurtnK3NmblUgRjY58cDSzuoV4w+heL3hPxSbard/vLba60mZHFI7NtfuCi2toEzrgs8E0nUwL7x91RhsGBkr3Yr3WkUF4dwcXwCWkc7SXVTRb3zMf9c9X+udLnT5a96jeZkOD5Mo40Nmza+7Ns8QbAQtPa54D9OFAU+oDxuPbtT/9zXTzLA4lhxMZLOgyvMPZpQIQz+FB7p5l3XNmuUHunvFvHhTlOsMfmQolZrzh0e4l5/pJXOmRgQ0Hd0IgAKsL8flxYCmcLiyopM0+1+ttabVjLhdxZwe9Z31yPJNOKuPRlf2d2Y3VCbOB4XZyteqF9TVEIkbWVhG/jxUKMUGa7+4PrPYJ3elIOsNPJnkO50IsQTm7XLG7kSMNYnGgdbmiCRywfCLJSKV5nc5GOMyq1eTZnDAcIWfzzGZH8q//I3F1Lb88X8mkqL//HrZaZiuVZbgegwEDYd5h58VjSpuVZXOwdQYcUBIY+RMdmunCZEVfCyWOJzAP7+8P47qDpa+/nKpP0ZwH9Tbnlz8ZfOHht182qi1qrUPPVwmJ/EyxQehf8xp9eiQ9Bufnd/xSm+wMIZHsFDR495rXvRa0+/xGm1+qoisI7x52Wp2lbJHTGciTWQYodTxHA424etx+en8Erq7UEGdLUoBob4gK+OyJ4MzuCZ11yBXGBDMkbwLnji34kng4dyewetfogR6xuOe8IYrNjbU450NxFozPaIIF0OcLzScylHKDW6xywe4YzTNWGwkC1edvfkBp9M6DmwCfAkM6keWDRau2V4z2yWSe54/Q4Ff19g6YDH9IAK+BKMvum3YGxzzxYW9iJJieSxaZ7ih163BEbVogsRGDk0oTIIcGjMlNXN0BlUD0FvTB3bF2WqvHnhrI27tTRyd4jZZ6fELa3p1Z3xzb2BpTrg2Bs4SvGc+i6IreIdFPmMwLdhfN4qSB0Ct2hg/0CxtHk3QBwhIjBzqMzUd3+MjQRABnnhAxFGfCB6nUQ3ACNgLCW7nFDybnbb7RbIUJAe/UOgRTDIQY3YiXQe/yVzvCdInuCk6/5MzDu4KzMCVBnc9utgGDAMIsdrIvyE3mxKkCmvQOYqTbh/P4iaksF07sDjSBM6jzy/4DKrACYnVPA2cFEnOPH9Z+/v24ecHwxsYzFZrZNRKI49CSpmmC1YeE0hPwq0huAk5uXq+8/rx3+bB+87x79+oIeLPRk0Okdfrn6r1F4HF3aC6UJIJSoKUEupxSiwlab7DOnuhnz65PwbDo7eS1HYxQOrq2gz/S8STLGBZvQn26VG36wnHtkhI/j4c4id06oIuXJ/iLQ4DVTM4IhY5wBVPrG6SNTYJANMRgIVw+ojdwt3bQKr9gdpxetEyZ0UJyuHih8Go8saPVMaJx5YkGl8ys+EKccn0Npms8gSYRBiUanCsyWU40zn73wRKM4vQW5NSKUn//Bt19D7HR6h3KluYbXVoqh/f4p8CSgzydX7BvbgXlMqnb4Zcr3Eqd//Rm8/6dsnZOzXcJv/3dgi4K9I50LpaODah/LNQ5ym00GUquLC3WF/NVAcThSofXGIjqfSF6t7HFObvZBDABVxiIMk6NY6WaEPDn6fX215/0EBvSaVqzufTurf7pSac3LBjMoMhTIMoHh5i9g9mXnEoTJ6ejzf4K4BKMEgjsQEwQJiHQnl8tgwV+eLX2+dsRzGRQf7ePAOpsMC6UyquJjARd6Vngok/DU8RSk9fqCkHKz64Wbx/WLm/k8E+wz6DOV3croM7NLrt3wYMGafao7QG9UMfmqvOxwtRLYZfh27eyz7/uXdxJ4Iep0ng4PQTNBY3T7knyJVqtxQJwvnuWDq440KqlOmlwKckUYNwj/uh474p782bx4cNy84KaKE0WWjhQanB1ngDGYp2OxRnpDDsUJpUrYrNlAuAileYUipLz84OrqxOflymVIEuL6JYWgGugWqUSWVtDcyK6XGSfj3x0jCZaMtuGbY5JN2BLgAj9Ho7hdg+QQoXiD09Ek3OgcbkiPVdg1RqSak1Wb8gjUQaYrUiU4nBNxpLoTd7f/mR+elwtFSm9zmLIj01E6TYrJp1mGU1TkbDAZqP7fHyLhQyT8OB4FOivUBZn8mhimWMt4nCPJDOU71l5wZHUW4IlBVpRt38hHlxKOwPB3//Fdf2wWGlSam1avoKN56ZBlMGgtAZsOC81yNBE2RrBEUQCyYlCkwx+5faNMhSbjsTnkxkSjMPeQNFsLedLAjjefzK8encCQ6LYEICZ61zI0UTDMeKOCgnGGKAOEMLjeXq5I+pcyW/f7NiCM6DLqSo7VefEK8xoiR7KU/wpIgi0w4s+UXT5SYDG6OIzL1pNPBQj5svseIbo9s+Ua5J3H2ythmpna7Ra26h3Ni5uj99/cX79xff4Rg/ODGTO5Se+vJIARbf2EKMV3W6n1s2faBfsbmq6KEBvl/e50TzW6kPzQesdc84QgyFCrD7WCzszJKuIK8w0Ombs3jlUMQPUI80UvAO4yVMDRa4cBh1QHc0fq7HA1MDO+4fjK2toJT+YC5ky2xvGaU6HD48Rg2XBHWQptpEd9fipi7irm2RLEZEC0buwwRTH7MIEYmRPCOsKAN6SDLaJ49Mh1CKE5wGKCw1GpoIycrUjLtZFoLAQ/8CgxLJUkMpCnV9pi0Gs/z+e3uu3tS1b85vKlJhzJiWSyjnnLEoixZxzJhdzzqSytKWdT6o6dSpX3Vt9U3Xj9nWj/W6gYcAv9pufDBvwP+IxtQEDCwK3NkWuNcM3ft9ac44BcP2WWo+ut/XbfbQ3gd4pN9YiiWmHWwHuKpaazJaxFHjDQquDabYxEymV2UbX6YdBoH0+idXGguFXrS2jM22vO8ROl+Xd55mX75dKHZHNNwghonY9FcsKGzcLlc4UUeTff1h8/8NmpYv3I7Uf5jsPK0R+LJmfyleWU/mFRGb28w+mH39jj2cAD3lwQoms4vXL2f/xf37IVABIOfXuBvTK/jH9+s58ZZEdnrO39rmnmnGdZWF9R8TkI564f25ZurAqn5zjylXUxTXZ6rZcMTlM5yCxHABnaWaWMjFJmpunbW/zd3Y4yyukpYWBjTWy3jg6M4dw2U0bH7yJy6s4v+SvrJKXlmg7OwJcEPaIN7+I4PdmuyCanGo294DIYLbfPW4A/BrM/RD/3X52pTlhcfVuHqJ9NdLbkT0w4I/TkyVe41oKShSK0Z3eIZjM9c4Y4PPX71YJgtlsTDYa8/niOAgf+IlcU5RpiZyhoevnpW/SnMgLQ0kWUcAVcb6V74WoC+ao2p3I1cXpCoCnAo5sdQwEGvoM7F4oPg4xv3G9ijPMRumBKLNQVbx+Ovzx56tidWZ7DwHF7B33wMgD56U1MJ1eGRi9pXUEjPD08SCaFkFogQaH4Q5B9+bdcqMz+fn7vddP65++2w7FGLML6EI7FApPgoSdnlIDkUmI6gDOZhfJHaY07nCB8HJD2r4dv39e6N5NFyqSdF6YK0naN5PJLBfYuVSXVFvS5rU8lWfAQASCBjHN1LjxAh0ktdgWlVuizoMimumPpPtqbdnd0zxgMuhIpiB4eJnH9zfqvGhyBDQa7HyYoFtcqFiXgakHMEwUGfmW0B5C52ZkDSBvHGeYu9INptIqj48diQn9QY7JOhiO8T1+htk2ZLENw+8h3F5qhoxGOqAxUPbyCtrcQgDd0NHq8371ee+ltqdSnwRGtjlJVwacXQQMCuim0YpuHxfBGcRT3EQKzCYbNDSdHYslpAlizOFkJpJyu4sMsRnek0hzH98tfvmy1awru82FaEj8cHPwcH/w+99bXt4fpdMzNhvP7uQZzDR8T8A2srGP8PPS1ni9qdIZkMc3nExJPR5GtTp3e7t+eoaicWBqfizB+vf/CN7eL5Qq8j//g+7ucebxde7mcbrakrduVC+fVl4+rkF3JPO8fFUUSjFs/l5vjBzJsDJV8c27pUiCFU/yC2VlvTnf7qzf3u21r7dyxVmbkxGICPxR0L7RUvNtIUFCArMSFOHDd5c//MYALOWL87wxpi/JiRbE9jC90Jm+/bRXe1iJl5XhwmgSr91ecIfwMgxfWA7jEwDCZOda7TyXV3ByhhIpSak6bnOOwLVAIAz55jyuqWBo0htUABTDmwGf4+nJZG42lZ/bOURWlwAsrMsnh6kaJWaeXvUPzzpwugBP3wah3jFg9gy5opxgWnZw0Q+iqTayxePIER4XKNHG8dDGUc+VdcRgxyUNL/XktS2cHcXmVDhck3qj7FIr3DugrG/1HJ4M292yeGoumZvRWQccATLgLeDmpa73AATaQAYrf6YfOTdTr1zsI/3Q8j46MQx6CWkgJQU/obcNgvEF/gXZBZnWGAcA8AGKXSGyP0FNFCCwYfrMV5YgToQJKabYqBDEGiAsTMiBUw/PUTgpcAYpFs8QfA40e7Y8B40QTy0Ewrj0B4S6WFqRq0xD77h9oNFsIGis1BYagHMwKHe5+cGQrFReQOqrPpBaUGGQjHJXnGvwXCFcPBh+mly9gGCgMlZfH4TuIMGM5/gQQICznAHmoRpvtAeNsNglwegUhMFqa/tbXSWQY6OdCo7766+uIJJAALB7RKvrfafn4nzx0mifXNuhza3Qjs5V57qZyQU6jY3kKsbUnJTBGUD9aISORHIyvGBw0MaOXCLv54vQwaH84ECyscFZnB9aXhw82meAnzUZZOfnnMkZND2P8N7KxHQ8uWwwKmdnh2XSnrlZuoCPNjbpUzPI7VOaHTx/RKG7Ys3OIhDon37WEhm+JzCSK6nMjsFoipkssMqd0dqNMkCMnOoQHPYgev443b4bjRIw3Km5kggAp1hiA0G/e7f08f1et7sSCHEtdlIoyW48TNx+WopmuHp7LwRPaFKLpx9a9R/+bsT3Z7uT0MHg47I1yc3rVO1WVmgJwaWCMAGzQzj1BKXB6ASMKgCWUmM+kGAXm4rO40L9biZXVRFF+Vu9MlG9u6K+whm+4YAxka/OnWrQ9iFq3CzfvtvyRlj1m1mI8yDNcEr1m6n2zfTt41wiw0zlOQ7PwNYurjlwcjqyszOIiyRpmdA1Dj8jluV7oqRkmeWP9kVTwxCT3n2cf/283LpRwB9Gk7Rkju0JDvjCQyCs+QoXC3SBfnaFnj/P5JtcjRWdmxBE988/b7x8Wew+jd29lyVLpECsH0gZVB4aMEJQAb0tTpQuMmIpMij19dNkqsANJWgff9qNZtnnRhRMMe4+LCcrfJMXOWIDgSQ9Xx4Hec3kVJorFCNEJmu/zTkIVubP/2isNBQ6EzJY4PcCIi0Fzt07QIDAp2p0pe9NZ5WBoBDY+egEGS19EGMcnj4A1f/878F/+lcvQL3d3W+yoWZ3Cj7NH6Z6/BSLvd8JIOlnGEwDEAzsTgpokMNNgsB2+7gAcevmfqpQEF63p3WXqFVdOTtA1eKS+hyCwUChOBOJSuMpiSdITZel2arM5u9/fL8cS9E7N+PRBLVQktYb05GIIJcbJ5KSfFGaKwobbeX/+F8rkRjz+x9Obm4X683x9rXq8d0sCDSMNIiI9bYSug8iZTwD85wDeBQgaKmyEIZZOMUGLACBjhG8bGEU4grYAmCuemsjGJF//5Pxw+fzQm0WSNnqoeqsg0CFANRmJ/X6cfvlyzEuSZUVJsuSTGOsfDNl9A6lG+OgzoDPF/bBM0vflXvE5GMU6iugznglRnkFxqfNJXa5pU63AKyM0TJgtg3UW3M3t7tez9jhLu1wj763N3h0NnRlYji8Qn8EEFsRjCkCUaViEu+gA+bd3u9dXseJfIFFwNQC/wbDi7nSWr66QBTHAgTP4CYfaXs2jpHexVvcRv7U7Mp+z7mZOzqLLswso5OCM0r7WAYrAz/3s4kz+e1C6RDc5LcK3Acn4MVHLE4uoAxMEJw139lj9Q4Cr1gcw2oNujIPBQmZKyK2BDimAPvSMXxhG4CrzndmQ1mR9e3RH7wZPzMoKUOE0Blg4DzOYXIoRbP6UCTDAMU/1/VCBIITgFDxVnZLgBcgunEmfoONcqJB39Z1fIsNIOL+qBTe7w9Nenwzl1ccsBG+iCBbmfgm0GBqvQGxNyAMBMXhiAw4IxrDRyw+hox2ejwzBgQNEpwsM8OZt1NJsoGaIVZ895tT4MHO0+zzl/Vva91xnbEQ61TTgzOhnJNxUcWDYZ1RYLHLaq2DSz0VmiaVnw0TYw+vJ7fP+74oLlezvde3u0+71I7r9LNG29zU/MDMEm18ZmR8jjw6SRLJScoZwcScjC0kTy/JBHKqcJRGokKPbr98rG7tqKgM0FnupWbs8nx0fWV4e51kNcq9zkm9ln9xwYRe1xhoRhvLaOU53CqDcXJlmT03w93bGZ+cGDk9la6u90eJOYha7oDE58VP9hvNtXfvd0BztQZksKLjC+SPDQUTg0BwqQo7mCL5icHOs+qvf9fcv47VOkIQuGwRp81M5cF6oGSK8vJu9e5mOZNR6o2D6gsEbuP568bLTzsgxO37ZYsb54EF3Sm1pfCBofQImI+3wmWj+aageiO+fh1tP8sLLbw/0+aDAceBS3D5xiKJ2VPtoDPIqXSnC61RP8EwBwYDSVa8JE2Vx/INVeN2xuTqAwyHMJ6vjz18WPPHGcXmON5eXxgDSwUCDdgOLAwOAKYxCPTNw6w31O/y94Ekgc13uPj7BwMGvRSil1bPg3ED4TZdltgCyE/0Z0pUIj+Uq9C7D6OP73FwypbY8TQtU+QQWUa6wIYDtLXWltQ6Yl+0L1WiNe5lOK5Hepw4c80I4PPPf9q5/yCNZJDBhoIxUqUpA32HF7kyx+5BpbogkaUk87T712kIivZA3+PH9WxVbg+QszVV93ktnBNG8oJCVxVMsZvdxeNTnEtvfQsL8cUVwjBe5D1/WIBTgk/zBPvKdTkIaL09kUjzAHVBakNRVjIjcXsZoNq+ICtKsIH9tUYEAebh3XKlodSbkd6CIGa0b2YK5THwQLXmZLmmarRngbUDYU62oICvg9+4/cPBKO3ueRbcAAh0MS+O+BgfHo4dJs7LnebsqCeTHc0X5MEIN5WVNm9U0TQZurX7TpmpM37+054/0v/+03KrO9bqjrc789ncWK02G0+I8kUJwPKf/qoJx6j/9ndfNidvtmaLpbFMng9vrjXl/tCQwQzcTYKBV23itMjRFDuUYBRq8u7TAjSXN0qLZnjA/pE4BwKJ28sCgwyzOpuf15uoF9qBRErx7tPJP/5r6N/+I/7u81EkKQvEREDT9684hSaM2HhBGMvzbeFhg6ffGqZEi7JIQa5xDe1p0bERHZl7di7R7bsTl19qcfJ94TGjiaO9olttApOF+dd/8Ncaczb7EMSnmWkkEyOXdfqf/9YNBKaujCzg5e23O8V4Dx5+tLji8Mhv7i9tTplWz7m4wtoKoq/WUIrlIzgALUHaTC6qK8R2RblmL0trZ2hsrHBu9tzC8iVnpjbQ/hXD7Je6wxx3iIFrZofFRhvHFxrPFraSmY2dfZLOCF2v8gTGrC6e3ko91w0eqBE0kcGJNGYgTrI3RNNberXmPviWcFbmIQTOOM8UpDli9NLtVPt1OVrES2i+FbVKFsWJvBhAGFfA8g3FcqxcXWjxIdBJu39k6wBvRlvfRieXvXor2eLkGKxMCEv4FpAHlxmMpITwNggM/jgrnMSJfSA+XRn4Wp348IR6oRsGQ5MsKEDcwXKZrAw4YoQCb1QmlInERKG4QCQnbHYmLs7ojYq8MTZ0VaLEtId6neERbMlLPF98pPM4X2govvx88POfL06v8PoSiCdgMS70AzjrRwyamDa/hLa20ewcCgSVgbCs0V5vtFdf35/+/T8TdhcTnEs0pQRnfaYWXmomFxYZV8aFUVXfzoGSK0RUNhqbpCpmWBIVXaJkC+VsKmMA9aHxKfbELFWtmdLo5oeH0dQUTSpFF2qJ2zGrueAbrnjx6IzPKV9fBXjhR4jxUnUeLnX3AO0fg1wKNjfZS4vM4yMFoPTJqXBxBYEMwTlfXvVbLJxkciadVviCNJjeoM6gXJW2tPugyFZBp+i1W8BPZe1OVL8R3ryTP7xXtO8kMDnffVz+6Zf97v14PEnNZjlEgh30M+wWuvqsT6cbhMH69aeThw+bP/5Wa/NSdw5Q52Hl0/f75Y7i+eNyqS33R2h3r6uP71ehVR1+VGzzq10hEHoyL7g09sB0wh7QJvIGVes76OiiZ30P4Z3E1zOFzjhRErtitFCK13yYixcEZu/A0+edzjNOIPn1l6PO88Lf/1sQV3DwUPFKps6E2YNSZb4jOAjWp9Qee/1+A8ZWMDFs8/RaXSQiO21xCG12yegYiqWmc5VZk3MoEKMY7CieI333y1L7UZQsDCULpEKNWaxz8hV+viIEjnt4twiNAPKRzNKqTeHDu/HGtdAf7wVwLrdEEIT8sQF/rD+WIdeuRfH8gDOITHYsgqWaLBynRRJ0kLl4mtF9nEjmmNE0FQjaFxnZO0OxjLjSnY/lZMmi0uajbx4i8LmV7qzeMdS9g7mH/EEeTrCZ4J9eokgCzkoCwpcpsyBIEHmazY30NlDqAbx9LkSPJgXpHJAsHXA7lZc9vFtp3005fQiks9KUJPMcm6vHGx6CaJHKM1y+Abt7ADTu/5fpbFECZN26ngZZhKt2+weB+gGf0wVuvaXIZoTd5kImMVEvrl2ckE7eUlTfPy5e6vCS6of3M9CG6TK5805Wu+H++Z+PwS787i/HTx9mwJRAO8BXvH48aHXngalLNX46xwK+jhOcr9+d3D+s5fKySl369Dpz/zQNbzBakNs7VKqN3T8vp3ICEOhoktO+nf38w1G1O+0JkmFQde/m6q2ptxI2YpOZnMlOtdobdhf7r38LPL8/dAVZuDarg+SLctv3a//4b4G30lA8nbXP6BjMNyZaD4vJ0qg7zqzczjcelzPNKXeC70tKss0FojZjDwvvX9U6M/MtL93Axha+d3RxSTm/HAZXeqkZ+HYvyO0WX2k5B7uMleWBCx1v87BvaRsdXg45ghJ/Qqm3cjf3ey4NrGJlZ/dgAGaoycYHWqo0N/QWVra0Xawdpgqr/qjSG5EECYktyD419B5qkMHD0NjJejdz/QRNreHD7AMiBp6lgCkHdD3TDF7oKKD4gIm3D5qn16vu/XEsNWlxsaxuJkQjvNWzqTS5etV65AyOhBMc8MoXBmRykUGgg2lJICNxxiAAcJpPC7ef1hIVcftpATTdF6MDAHmjDEBpiAdGZy8Y38bduDM0AL42mBAcnKJgZPrgmASz9Uzb/02dAU9BoAGWcVrH/KjNS37b/sONJ8fBdpyfs/b3KHu75N2DIbMN/LqCyMj15oHTc7xrTKMbSOcmmq3VVHoimZpsNDbTmWloYVCK3dkNFMrIq3cLAGvJmjhVkxvdfTonytRBpKYSeSFYttuX5cb1pN0zaHFT4MrP9XiJSZQQG8wjc4s4Y8PuDup2Nx7u1p2OQYd9oFmb+tX3l3//l4g/zA8nlNJRND6JJqb6BEJ0eDIuEPWOT3FzxeDKppLGRuPzXBoPkeHFtLgf9XDoZLVaKRtFP/zoGRtDB7sCER8tzY+sLg1kUlv7e32x2MTGJioWp6r1WX9AkC9PeAIjwTj15cN2Ii1b20BnZ7S1tV4I7BAYltfQxi5O2+QJM52+kWxWcXmJXl82iTQ7laM7PCieIkWS/XfP8myFEkn1ZiqUxg2//SB+eD/2+ae5H35ZDiZQsc5rdGXlpqDcEEbjrGZruloZ9XmoW2vo4nioklsupGe8LnYqNVatLeIEby6Y8LNxQmK2kzI5hTfIhmlTqi4azaRidRJmss2DWjcq9RUCPAR11hsoWh1Zp6PoDayDw0HFBN7BuL6LXAGe0Tlicg0A7MRzgsdP2+4Yz+xnAmI4IzwfIQxlJERZVWrNuUIYQCA2gPON55mBJCmcJINMa53In6UTdX6yzg/nWVfOngtjvzssgH4EzA9EmdmyJF3khROkWHqk3ORUrzmJ8mC2Rrp9hU4fjWZI/vBIua5wOMkO5/D17VypJPzydTlfpL5+VL18UBbrrEpbFE3SIklGtSUH1vYEe6ptkS/c17mbAJmDqKnVoysD+vqDutac/vrTkc03mMKXAyFqMpaRzq+iYm0lkVWBj8GVfkqT/qjYFRSCCfv6K2O6OJMqTJtt9DAh395HMDfiaUGlMx5N0X2JQZsXAblDSLD6kcaE4JPTeRXe1IdLcJKsrkEwE5kSP0CM5Kr8UkecLnHefbfkCfdmahxXCHmj6NKIoAV+/LX683fH5YoymxenslyLHXXvlVY3ev2yAAYC/gm6mcrwf/jpGLo+GOL89JPh/m7/urv98eOx209qdBVffzx4/3mj3BD7Ir2xNOn6WfHwqio2ubWuBF5//9vl9z9Ml1q8+9fZLz+elhvjEFri2YFMiX77hG9DfVtuGEkA7A/ny8xklhqI9IeiI8EwlUjxOrezze5ksTpab83kikqtrufkAsYt5/n9Wvt6Ll8YI0BSs4pCYTIO5t3DBN8AA8/uAYBlBmOsQILti+HVYJ4wm8iPFerTsYzMHeTC6AI/rr4a0NmG2w/r1+82PVEOcJgLjHZy3BdRpItL4EoBHRZWwWX2xNKqUn3NG1QcnAxpdGyNlqk+p4BkO/BSmcnJCTSqQqsH/cdG1iAHhQoLyhWU6+7ObaJTHXvnZDAYnzTbBYdn/S6vwAfaHRm9f7k4uBh0hRWukOpES9s8QpvHSG3qDWaE/hQXeDZS4LviVLBWngg3mFAG4+Px9FSmNAvqfKrBuxDr3Y0IMXmmGQ7j/5WGErJIctQfFdp9dOAVoEmIRmYXyeGnwuXDkNCa+00OClx1pjJj8TAdAS6EBGeIGc0Ks/VRR2jk7mUbpLPaWQBxDxHCaFoE/AR/DmoLrz1hjt3L9oakwP4r60h9SZ+aB1smS6TnA5HxRGbW7GDD/MrXp8MpmdYybHFyAVttVqnbPuWxzO+t0Zfmkfqc6nCycaHeslKjAz1EYNc6N8vRhNDloZers8/vznK5+UBAVq2t4oSzJr8AglW+M+tLcw90KFGW+VPsyo2i9TSVqcj09t5LE85KCpBltOPlAc3bZfDRty8rv/xR27pZMJoH7U6a18usVyevOxOFHK9SEDzezNw25oioKJGUKqbwQ9vDY8bC8uDGJneEikYVVOU4/+Rse1TFY/MHOcI+CgeJlWQKDc1NTPFpQyeHvMtL0r//14xCgQ72KKdH/OMD9vEhxeeTWaz0ZFru9Ay/LflSpnOjcJ3hBCUQHQAbC+yztYefg8WJCc3ViMYA4UTm9HOhlS3eXqCnQnHUoEe3N7NOJ7AYKZIYaN0I6h1u8xoCCX7kBfDYfRRfPwEV0lPFwe6j0B9DjWsxzKhEdoTI0rw+Si4/+ssvx6kk93gPne73uM3skEsY8wtzSVU4JL2737faWBeXg3YH6/yiD07Y7Rba7fg4OurFu+zT0kCE9u4Dfkqp0faDLT06RkvLyOPlm0ys1VVkMonAlOwdIHdADOAPMT+eE4HhunnZ0rkYGgfzzEg+1g1dOen+lDxdnc/UFuLZKYefD4MynOJka4JkmRlJUQIEReNClsSQL0cNFKmeFEXjxBPA7mfg59F5NkhzoS4EkAQ99Yf7ElkK+AYfgTIN8s0HWb5OTxbo0MjFykQmp4pGxfcPG5Wy/Mcft4tleucGAHAwQvRBmwCHeoMjlYYiW+LH05S758mLK1RvT3gDdL2pz+YcWd9Ef/yz02Ah1TuzxxpQ0qFImo+fmjrpMIiLtfXzq+HFNZyfFgBEYyAfnPYsr+MH7i6/yOxkbu7Df7H3TlCqqHyTG1r9VpWu4uX5Zi8KJIf8xFA4TW3czoDlPD7vh4+FgQpGNZbjwO/1TpQscdIVXjA1/PBpzhvvL3a4cJmBVJ8/NpQtix7frd/cLxFJQTLNqzZkwLadeznobKHGjmfIRJpebYwCO9/cLj8+raWy0lxhwuvjeXzsXHGsWBN//+udRkdVrsujSYo31Fuo8j58twTiXmoKqh1xocXrvkrqD5xQpi9VYXfulnLl0XSJGc3056usp/fzT6+rRFoIAu0LUcCdVBq8XIkRSQyFY2RfYCQQohbL8kZnAv7X7aND1AcVxtndkmxfCJBZlsmO5vKKcmWyXofwORkIcaHNM8XRWIrvC9MBSr4t0QXTHc/KdBYShDpQMWgiaKildVwZDxx3MC4GExZMCC0uRjAGSKG4MnIMFpwb0443jLDgr2qd1ebNFrguo0Vocyp29kkiKWJyYLpxk5kNvVF6ruefmjmmqFK8gLJ3u8tqVLw7XNjrObpinpvpsfy00yeEeOALgtEROv38cms9kBzLNVejuQW9U6SxMDVWmslLCef4vgQ1XmQlygwfASQ+6ItCR4wnc/NWp8js4OBevkS+KC9XwRXo9RYGkVOGCBHYaLDsMAscfjrIa7qkxOmA4oJsZbzamU/kRgG9v0UmuJBQYhTEATQd1BwnP0pzjc7+YmPGE8KUAFYDPhBA2OQcDidF8F3wS5x6NCRz+eTH6pGN7V69ib+5hwUamsvhkYNAO7wCtb43SIiChMzi5sLvvd7xsxPm5THfppnW4FzHVPUZWXuFtwiUaypvgOpwk7q3C7miPEbw/CFmrqDqXm9nsjP+gAR+oql1VH/c3VajaHE02x6f2kBegmv2D4fSTG8C2K3vTIeTZnkilHxVUuuMg1kACUiVhZXu2MPrQjzDVV/ihzAPj6tJgpPPMW9vxu5uFa8v8/XS6P4OqjVnBTJkdvCCkdmDE8buPlckQ2sbMoWKJ5PzWWyySMYgURCT17u6pertR+NjAhYZrS73nKl7fvsHk0KF9vd7zk7Jdjvf5eYaTAOV+nimIAAJyFc5je7o9z+pH543wH0DiaTynFiSU6pN1dtLLx+PQzHoG/7961b7YdHgQEYXat2NFSoyp3vg8d2i3YUKFW69Lb5/VhWqjNYtUEOPM4DyNeqH7ydfv46nS0PwV41bFvwymaeEEoNhYgCMqi9Atjv7/tM/adIZqsM66HPRrcaBoI9eLijiUZ7dTv3ue73FylxaQtqr4e0dXLIvFFLYrGKrRXR2RvL6RBbbMPgagCZot8UlBCLu9rKa7cWv32kJAu9Pg18en/Vo9QAd0oMznIclmpYCbJbbiyd60oWVeaglLe+hQ+1AODeeh/Gdnc6Ult0hqcVFA2tWassLTTEwpj0woPf16APIGulzJQftsSGdp/fKQbL56IWGAjoxVeAn87wIQXX5e9yB3lB8mMjTgUbjxRGQMG+8N1FgNa+nwSq5vDyjiZLNj8cTgp9+fXLzoHr9NFusMYPxvkSG6vT2u3w4m1qpLgHkfHo/272f/O0fNTjvXW0C1GRhCf3Hf8ts7qKXj4fRtMQToUK8AdmdXUIgwaeXJLtLfnnFypU2ssVVX3gMeMRgFjnco2vbuIqr08/OVSc39nHKc/CbAYIGUBwv0IkSo3ojffy0CPaTKPIzldGFNQQfa7CNvE05Duj4y3erdx9miCIblNrqQ9cvkyDo9Xsx3licAd/ACCUYAKfN7lQqI4gTbBDo7p2idQN8h6sFhZPDT+8XQaALeUk6I/YHaDFCYLVTYnF5IimHCAT4DG8mMjD2mL7wgD/SDzbr9fMiDFFozPq1LFGkp2vUTB3nfbT5e+MpXN2xdTteagoBKRJpdjIrgMEAH3t9Px+KkrJFJpGhQLz0BIaMVoAb5PAMtq6n4PXOPjo7RzYHNZUZBVsDVszjpabSsnJ1ulKbabaXO9crgC86Y2/3bjVbGnMF6dBizgAtnpUUG9O17mK+OgemxB0UWt3sYEzlDsjOr8hvaZo5ycIYqBLAqROGqJP/Vk6e89YdcqOd7vBxGter//ivsf/tf//6f/+///x//T//8r/8j+9ePzpgXsPh8U+cqBkrOz1qG9sWly8do/rrwbmLVnrY21QPnZkYV05qJCf7Vok4SoigEcD7p0qqYmeufLsUTI8b3FxXRBpMywCf42WRP0khyqx0nRPMDDtDAxBgiNxkvrKazi/D6V2ZyWYXGXjW6qartaT9E+hxCsR7YOe3dKaKeBb4F6sqKDJ8USQlBiL+tr8B5ggI9M3TATizSFIBfwK/tPsoEMY0Ziz6OElyAp8eKDtIvDvEyFUnsPOozRI5XBTG5haenJOPTin4IacVpxW9MrI0ehaELn9Efqbr0VoGzG4GAFMSV8ucPTul7q0PqffYcLgdSoOBcant8QVppdoYkeHBHLl/WvWH6KmsOJmRJDOyUnkunZn89sAQmQLs+tPmwRXyJnm5zsShDpl9tLVDpLXhw+IZ8MdZb/W+pI3ryYfXFZy5v6MotiS5Bq/SFhN5ZiLNvX1c/P7HQ7evj0iRXl8nul3R0+PEu/t5qwW9+7jrCrI2dhG0rMbAm19GubL26HRCJqeDQNPoQwIRncLo4QpJu0dzMjl1aZavPhr1uJUWKxWMZyjK6lyvBYJCgM1CRQ6A/ONvdsAY/vS7tXRp5PZ5/PHdZjgG/yWrtUcdnr5Emvf8YafWmrt9WokmOf44/e0J5yq4fk+sr3EjAwVJpFi//uUolWV//LKKH+Bcy51e9PJ5tt4VFOr0uxf5r36/8sMvi5UOzRFAT5+kMEtNDnShR9HU0Jcf13MFMRj2n369HI2jelX6+eNWMS+sV+XPjwsB/0gozL253bY7OAYDDS/5WkZa7Ug+v6JUIOUYLg5wctJ/cdl7idckCCr16XxxcnUdJVKi3//JlC+Oh8LyVHp5Z7fH7mL6w5xMeRwEGhQnGJd7w8JwUrF92q+x888MzEVA7IuBSG46XVmx+qSugMLiEuFZlxBkKtJMVRhJshwBkitB0wd6QaB9GYozMWyPjHgifHeYFyQ4wKG+CAUfoWF/GPw1nchxr0y41CbOhxDpDWfIQNmeMBNcYSozEwwryrUVl5cDtikYp6dLHGiZbzd/ogQjGKWBiDSvlfkKF7QpFCfrTOjoFOmM6FyDdg/Qf/vvuSvjgNVJBte5fYQ3Wxrt5HPd4O3zoT+iODwhL63gh5YHx6Sdgz7gEWA0X3ACb+qJC4Biyq1pV4jaup8DJ7R+gMEZTi9T47Yela/fb7QepkNJmIosrWkQCAjEKFdTvK15GIlkKRByMlV8o0NnR+3HCSzQd1LA52AKgi7V5ukHpbt/Xmq2JwiQywwL76PpyP/w13OjA2VK/D/8RQtzqVJVJQg+rsqWlmquemEWgRuFEAsCHYoPgUCncrxEhh5OgM1iFKqCVJ7ljQyUGtJQihLNUTI1DrTqlRVZHJRoQq63oHRR1OzMtLqzjfZ0JM4BrQfNzZcEODxcyyt1MSB5PMXxBPCtj70jtL2PAI2jcUmCGAMVjqe4dveAzT4Er0uVKbA4pcrM9e1GsTxtd1JqrflkVu4Js90hViwjAzCsdZYBgYOxsZvHo9fP2kZ3JxSb1JnYFoewUF1O5lWZsgrk6ULfB3qtt7AgRubKK527o2prM1eZz5an3pbPqlx+MfyVcgJpdFyjRQyR1WSVQMdFE4tEdmVb3Xfhpm9dodLTqjXBLdxunFsYIL6Xtl53lALOyezuT+UlhaoikZOmyvJEWRLOS7SOkVPjkC8hzdSniIo0XhaEs7Rsk5dvCyJ5iis86InQQUyJ7JzRysPbCNUwI8QgxDiLZEKVzM1mStNhQmpy0E41PZeGfpDXPIDa9RJQ87fxAwcIEb714aaDKJebS4DkvojI4WOBQFs9I1YvSW/DN0COL9Bbhn4mDiFFBQyqt9qyUyD9oOxWFxeiF7SAwSxw+3G2Xhii+ye9h6eD4DZCcaVa3797ii6Mg86AIFdezBWWbDbByf7gzkrPxgKKR2fcHoHdRY4SrGxRCJMuSrBrrXGIwZUGfgRCpMXZvBJkIZaQBkJ8lL+ec8RZsZI8UpDaIyxfSmTxcXfPUTTHj+Y4REGUKuF1YN4ozR+hxdKcxt1k52myficvtvmFOi9b4Vzfz/z2jxft6wmXF7W7wl9+t9Fsc6t17vPjXDYj+OkX9c3zOkwbb0h6ph0504A1Ni6uMuhMtLSkotIGh8mIJxhhcXtX1kdP1DNSEVpb6d3bw89eMgUxeOdyfQx+ZooscJ3AsH/55+NMmQSQG8/2Pn+cvb5bttjI0QQX3ub2k2Aivf+yF05wivXRXEXoSwzGC7SHT7PXLyqiRCMKlM6dIl/h/+q3R8kc+8efj778sNu+mQwnKJ9/2Hj/dfH5I7Dz1JdfzX/+aebmnTBfH3r8KPZGkT+GdBboNvT+y1LnZjJX5H7+cTJb7v/y3eLf/pPm/kH1+DTx+ctSNEq2WPu+PUuJRMe2txGdjk5Phxx26eoyTi2/tvpmCNQ9misElvbmfuX5ZQ/mPPTQP/2bs96aI5KKYmn9+LQfIAvXi+suwITZPUZ4VpiZBhtvehWd6NnnRt7KHto87rf6R22+se3jwc29fmhbm5vvi+CF9EGCGYrjO4/RgtASIvlS1GSd70/TfClmPKcIJMQQd/1xhj/CABcM8z+dF0H8g2kDQgCTGf5X70AQ20Drd46RxjSyuIpWt5HVjf+JVymFWdcvy837icaN/OEFL5dO5QSPLysAm/WOFAT6X/6LDQz4x6+7mbwUpCeeFL+8P1Br8LY9EILZFVwgothUwhcByDg80q3dfsU4WttEkzNINYXAQu4fDR2rSXDtuarq/v3G97+cgaEJpRhAwY4QSlc5oM4QReA83ZHhQIIJyAyUxBIiAO1YRlxujydLvLe7PSwTBJKWBPRRY0Gth3EYFcW20BXFKcBqHSUONnkhmLCb+5liRQLTBixatan8h3+xwn+Bgfjz36yF8lilDv0+Fonz6s3584ueUFgM8wecUOtGBYMznmbkSiLQ5ViK6g70O3293tCgP0qG+Adh0hsjJwq8QIJxqkUHx+A46TYno9FZzhUmjOZBAF69qSeeFP7md1rwIvBRIPSxFB2aNBChme09MHvDcQYQtEaHLjRIfY4cLmhSPnD3200PGbC8LygIRSXFylyhPAsvUtnxRHo0lh4F5QVqzpZn8OaUoAS0LJ6ecXjFcKRyOBuGycbXGCjRlBzsptWD5Wn7AOebT+UX6p1db2jU7GBfmYdB14Aro6kxcPGXeiro8vOr8fGd/v1nSzQxv7nTo9GxlzbQwdXApZus9ZHy91OhsoxoTpkDAkdEoPf0umODwMJ4H1yaB2M7muEFksxgluVJMs/MvYdXyBMXpqrjoSzPm6TEi6xciw8HCLQ7MgR4ixPauYWx5Oz5FZwMG3gWGPnSMPi2gotjcmCb5Q7yQUO/bdOFn6C25dZcuqQCcgdw6Tysg4fA+fNiIsAdOMAumJ1Uh58BJsPuH4Gf4L2gBWASgUADfcOIAoIGgYZJYfMwQP0vdMNmB8flk7t9SrtbAoHB7mVDi+0c9MA//ZFRjZm0fQyUIwol5YGYzBcUudx8g5Z8socOtpDDzrXZ6fihdFUEgdwXHoKezZUk/jClezd7fT+XzknyJVWtMZfJw2ATIH+Wf+Houf6wRVRVRzrkJaSe6GgorQwmueEMQBbd4OjDqUx8w4mMsFgbs3pxEweSpEgWUGjAFeyNJdkQ+d3eoVB05PP3K3/+62GzLQxH+gmC6Q9SPn2/DxL/+GFPbx0+1fYXautb+0NjKjRMQcsro1QaIpGRUDpIY6G5ZfaVccbhUJ2fjxwegtavvn7aAg948zj+5aeVWpfbvhfWr3m/+v16ucXMViihRO/dM97eGo5IsgUFYAiYhfb13MPLpt1DKjXGug9T4IKDKdLt+4n7j1OJIjWUHn73eSFVZN88TgOMP76s3j2uwPHhyw7Mz/dfVkCj71+U3UfJ7Tt8dB559RtaptL/7vN4rgKxF1e6a3XHf/vHo5//sPz0QfL9j0s//LheqwuaLfG7l2mgntb19JW+F2bvb3/nBhze2UHN5l61slvMH9itSodt7OKcqtEOgkADXTbaszGCV22qOrcz3//q6K9/s7U6SxfaoXNNf7GmJHJ8GBlWDxWnMrBzcekzNV2oQGsHw8da7tr+4OIW2j0j751SF9aRYgLtHo1YnSJwr84Afvrsxw+FmJG8yBwYjJW4xRu5hyC74tREXumNCrIVJTAmuGAiiyuJgPqUaxPpvOJCQyo31sEMAq6+fN3O1ORbR0hvY2wd9O6rKa7Q5MIWOjdTt86QhxBYAqRCnQ9yXKxKMwXR+89bn3/Yat+Ode+V9c7YxAy6e1ry+HGRDpA2kJKdAwSx8+51HdT58AJ1n2eCSfrqDq5AQWQWLnVMT2AMJiGog83NOzjtA/egNfeFU9gJtR9nAgTl5btVEFydA2trosjwRAeNLryCCmaRwQ4ENIT3Q1ZGa9dT8Rzf5u8liuzGnTJd4eUbIm8MC3T7ccodGYAPsQdxUovPP+7CUEnncb2VakMGnXvzMN/oTJYb4x++HuZKqtb10qfvzgqVSZgwMHNgzmRyCp+fn8lOQDS12AdBSYMx4A/8Il3ggrx6gySHZwDiUyzFPT5HOmufyTkEjGZxD++eoIUltLOHpmZQLDGZycw6XZxwVODx0+yu4WpjAmyHOzjsCQx5QiOxJMcbJBssCDQavLDTM+x002BoEUlVKq0yWQcBYyMxYSCMq31aHUybk+UNCCNxBZEejybGiLQS5AOOWFr1pqp41/LR2RCAc768DkoHInuuYehM3ERmGqjzW7ZMaMMzbT9oUCg+Dljw7qMmlZ+90A/AmWvN/aDjtQ7eKAiOPhSbBqcfT81FiRmDhV+sbm8f9jgjUmdSEK6Ks7fKZGfMlxe5EmJfUuJL0SM5aiTD8EQoLj/ZHcA0Df0YynHDBZHZz7ywkp1hgY8QmnwknbsnmKZF84xogRpIDfsTZCBovZV6eNa/vI5Gx/HiNiKn9IQ5oLCJzGymuARhPpSQfcvvuH2I0x4QuXHgfVDtYEIIAp0uKb/86hI0GnwbXKzZSQeBdvq5QNDfVrbYfRQIUaDpZ9peCEUevJ6PHctIYWhVO7P5Gk5PtH+KwPPpzHSXX+oPTwBKQ/yzuGgwVveO+i51+IGK0Uk7N/S1H7ZztTks92pksgy5HBS7ecTv4pydYUMJolxpShIZaig+DGMvWxQDFtw9zbdvpoFKYTI2O3P5kiKZESG1HcVr0mBWYgmw9G6m1s70x6eJ4rzOPuiN00GXAdd3ThA0UPN69vphxeGnw1DDD8er4lgOSI1FZHAWGKAAnPDwab5zo4wnqSYrutTgA0JlDC8/2oY2eqtZN62aQfvHNKkcqcYH+AI0OTsyqkLiUXR6Kd8/pnt8Yu3VwMYmarSWYFb7I6RinXP3gpe7FRuMx/fj7btRkGyDFYGnLlZUHi/fbGE43Qynh2ow9wKs+cMcnOKgqmp0p+AMAaPu3s+Bw3WGe+p3o+++rkB/Z0rCMw1qXoMNHM2XJ376zVW1NXn7vPjwMtu4llZaEAxEt+9kINAPH0SVDuXnP268fJ6OJAfDCRI05W//dPr4QfHyZeL2UVUoC4k0M53j1JrSh+e5cy3ugPNL5PbwgKOnpxE2OMfDHtfU1sbg6TFtZxs5nGyY6uBl/uO/R8BZA8iD39HoETAstKHNRWt0FnG2IFdvLCuEgWK00y+uGNOzaGefIRxDC1v9R5fcvTPm0nb/4lbP9hHlRMNTTaLdQ4rRKrB7+GDlYMB5AizQLHeEqbWhRJFfuVGYfQimBNABjMJcWVGqq/Llceg+kJ5yDZe2g6nu8yuvjByzkwnsAA7UG2ManZQLE1WkQMo5dKrjjy8hnUt0bqVFCpNGHwUUEOQ4XxYns/yn19XnD0vpAjOaHPn9X9Tg+r/8cAADrt6aCkbY0EGHZwh8mM3fr7UigxM9flp8+rxmcvWBkWzdbmqMQzBbIDaAyAYTPFAKCDAw9mCkNe7G4c1XdrwXJtfApTfURqBpSroiyFZlte5cqqiEWbe+izfWFxqKXE3uCpPsgb77D4t/+y/Wv/yrMZZj2QMDFyYs0MBxsRwDxgOodvtuBgIhzBPo2WSOCXYQAnYyI8OldcPCt635eNlAqbHs9nFDMZHHx7Q5qG+F0OZy+alUVgpD0R3Ei/zgCMXJ4MwgVuHNLyGYxtSNHWRyjhhsmEzVV317J2hpBS9L3drqjUTmNJeM2VlkMA4HI1wYutXGFB63t3MwdOs30/fv1lo3czCD8hV5vTtBZEW+EMdiZxhNNH9AEgwLLrUIMNniYmhNI8C5BivjTIPlI5xQgiL7IpJgXO4OiK9M1OPz/iM1To5scYg9AaXTi59rZfLrqeyqLzQO3Ke+6jm+REDQvigPet/lF7kDEhB0CJYw/AAeIerD3IcRdXzRs7WPQJRzpTW4Ok9Q7vRJ1NqRRudgbQf5kqOuBD/ZlIdKbKIpsURGghl5tKAMZrjRHI8oACpyNKY+jRFnWTo3IpOX4k+LQdavHByTW6B3sk4NvWozMnsHLL4+awA5I/3hNDNE8OEalzfwfZ6lddBfXr46Y3aR9Vac2wh4VmPAr0E9oYVBpuHCw8QYqDDeURLh2n30QFzQfdxI5EZPNAAcQ+4gN1ueAnkF1i7UpyMpsdk18jbXgIf6cJHZGB/+kMjjjdDt++VsZdzoGMZLnl0stZaEK2IHlFYX3qsJv8d5icHtHfYC3TsCXHeY17xbL7UW4AzVWuQNUGNRZshPy2dkRlO/+hKvxy9UeXg3QI4OcAOM27mdgrFXqMhSOSHMl1pzEiZOtihBJ2b03Z90c9to/RglK4sHl2SgJINTEElLWw+L5fYk4DNMEgj+4QTP7qYGYhK4bOB/XCMgyIRLSmYmMvlZi5WeL07iZQk6vKZKA1buAKkvkMaA7l5XTK4BXOzq3TaEIJOTnSmtbu6SeEIEsqI3y2cW0cIGiiYX5lZQJCFsdmZ8ATYYSRi1t49zn3+ar3VZn35YgOt5/bwYJRivH3f2DlAwJIpEx8xmZiAgi8ZkXj8LJCCaEKZyECHGogk5HCBVxcYkGGSLp19rQT/87uTu/RI4gGRRfGXpb99tONwcs41++7BbrM60bxfBYtTasnpXAhwNIaF1x/vD3zbKbfL776Y+/7h4/aistqQgptCavkhvoyvD3iTETKVlyYwkk5U8v183mNHz63YyLYcwA6QMwSORmDIZ+eHgwsZa38H+0NISMlsoEHtCUdb/9D9HSnVJsQbnzAtGKaEYHXolmZM6vGQAqEM1AmcHAwU090RNGVOgrR22chat7I2o9ZJzg3jzkAIardYJg/H1xZWBgxPGlYELMRxv8IXI72dDoDLYh461COZGsSO/sGBuhUFzBoMmxIgQfGhtf5gbI0S5ojKRlAKCpTMr0lF0eNaTq07imh1GFMmNHVz2TS6j2TV0bhLPrCNLSHlu5xj8gtktBBIJBA0DCyQJfECtPWpxIhiUL5+WSjWZ20/SGhC4tuMzVG3MwBD69MOezY/K1/x8i919N/Hhxy1XaKTSGX/5uqPW4+prnugIUeQ27yeu383/5V/NYG/bjxO1m7Hb99MWH7p9P1W5lhAlhifWn62J0mVJJM2HyQOTzRMSARyd6VAgwWjeT9VuxvMNWfd5Dl4AZXujVKOzB76i8zQLSg0o540NwbeY7D0GG8IbXkKIyNJuHmbBSUCULTfWNvZRJDnl8EmsbnGtvaM1Usw2Khg7k2U4l5/RXg1daBD0u8mO7t5NRAh8ZwM0Olvit29mSlWl00M+OYeoifxRqdXFAxcMKnmmGdrb7zk+GV5YQDarcnuzf2IcBYLiUmXK5hyxu/EK329A54sCvonhp9HWCyd5rkPBGKt1vZwrzhqNdKuVnUwpYajH0gqNaQSnpvMITHZc4Gb/BOcDAMn4Vlv29HJgcw+Xy9EYaCDK2/u9JpvQ7R91+/EtfoBom0saTU54QhARBz1h/O3g2f0ROag2fJTTJwQyBV0DiTQ6BkHdwNbA8ACFSuUXQPSBvuHqdo/Q8wet0c41ujmXNpI/w9MHeoNF1qULgTpn6/OuMIaGRErh8YtOLgZA42CggjNbP0Q6J9vkkV2YhJdG4ekV4+BiUG0cVBvQmR5vTwWZjucEIJQQZmaX0MwCWG1cq7vcXMAqFJe2b46zxVX4X41xGBp5egFfLLzhjanxjY5qZyGSkkDD5mtTQNMg1u37NSI/dv202bxZKzVnW3ersYwMANnmpeksI0DQ0dQYvPPbQ8JISnj3spkp4/skYUIK33ik7oXQZXdLnD4RfBoELaONpdZQVjcR/N4DFqegChKSbHUSGg2IpNIYLRT4QT8pRXBSaRF4d3egN1WgxzPkXBnvs7W7+x9fVr6lpkmkeSDQ5bqCyPDzZSmyRdjelMTs526f9a4f9qoNXJ1Vfqyhacwkb4wNPOLwU0+1yBWk19vz1caSL6Q020UOr/gtXwkfL8GxS07P6RarSG9gnah7L7R9MI4vLgePj4ZAPeNpUfNuJl8bDydF0M3QBCeXCKIQDJqFVZw28NJAAo8Qy8orLVwcIF+VQHjJFmSROO8tnzr3668X0qUhX7iv2hxL5cAMMoIhmdnM3d/rV59RJidRJKI4PUMuDx1MNAh3OjcVCI0dn5DglIxWHswK+IpIUpYsjOE05F6S1TecKIw2bjfi2alv1R7B1CdSEwAjNvdwqiD88Td7nfuxWJr04fuZRK6veccm8oMA74Ua9+N3G8EoXWdEuAXTQvCnOgPdYGBZbFyrjQVT9w9/NoNGg975AtxYQqo+7w2Hx6rVrXBoBo61VaQ3UOxOCljXP/5V/+n7zeb1GIh+sSbOlQXxFAt8cSjOBby1ewdgTupsPTBzwglVuXYQje0trVDnVodAoNf2yDsn9INz9uJW39ImXKCMyUH+0LJGx97YRWDrSk2IxtNbe+jwHNdk2FcjgNBf/nqhtyKIsrnS5M3jaqU54Q+xAQmL5clydToYBhPNNZn5l1csgK8QIYQZAofFT7u0kD2xcYtXEUwv6V2yAx3tyEjb0fTbQpxcXdq5U3z5Yd/hGbQ4ekIx6pUJ/f4vp0Cj0Hdg2Lt3cwfHOFec3tSXyAjt3r50lQ0sb8M5jgcBclMlMVHk5xr8yrUonB28/aAKZ0jPX+dyDU4sT67eyB4+zX369UbrURFMkWJ5arLMcgR78w1JpiLtPC7FszJvGJcX2jpArgAHBDpR4MFngpWGnzD2UiWJ3U9yBMiJvDhblYdTHHeYDGEAQF5jwbHk3ac1GJOVFh8upN4eD8fFDjdv56Bn/3TI5Veu7EDYEAIbqq/IOIevptfhZHp9gqNjGHLMck0FduH+ZRzCElw4HABEZlsfOKRYQmx3MT1vydtAFkFZFldBr3tdbmm7c7y+1l+tqKPhpY115POL7x934oRErUEwLBP5cUCwE6Djwmj7cQXGgNndf2XFRQgdHlo4Jvd4JHt7aHkFtbqbWjN1Ge9s6ofTs3vFBhtnaQMIkbmwjn9Gk+PJ3Azor8HKPLkYMljABEzvHvaDmkSJuUh8LhyfiSSmjTZAVNAaSjQtAvB6S1o71bnbBzIAXgZbA42Mk6bZ8YpPcCoAs5XmBsxfh1d4ejl4eNbbvN51+cUaE/Xu/bmXkAcy4khReOFAem9/ODsKqv2bP3m798dGE//gYMRiH/UGpo0W6ZVJtHtCmVxC43Nofo28ukU/VPNPNOzVPVwWIJqRrR8ge3C42p2G0Uhkp4Gd94/7L/Vkq5v98HoAhNu5346n5kw2vicoOTrHkQNewDvBAVhdXOBomAuAOLgId5QHgvttGTiIMrxo3i43b1eiaZyLAn6COoG5zFfnAKLdQT7oNfzJ55/Onz7utu4XHt5vA2VfmYegcSBUH6n7oD3BtUTelqN8Kwig0TO0RqrOStXbR7A6p0Qw6rxhcirPqVZFxQI7maB3rqf9YUqlKXr6ANaNmi6wW9fT0QRAEi9KsAGfIbQXKwp4AQKdLYqRxsEw+QXnJrwqYGoZre6SNvYosyvoXD+ksfTZvN+ST+OqAbEk0KLYYBbpDBIIvED4ZptYq+ednL0VZj1lnpxQwLttbqODox5w9zs7OEP2AcbAEQieEJnLrblsZQIuCV5cGntBO6C/rd5BQNpIhoVpKMnIVdhgGMEd+8NUmNjB2MjdizQQx3vSwE4mUhKXm223iY8OyLNTuHCG3S4sFBdsdrrBNAAScHgM/E4+v6DC+eh1MvUFb32rB2YFtCDYIpxBP8A0eih4gXpCYfOIjs5HDk9JejPP6RadXfTrzUNEVlKsyoFqy01BocYsNZmtO4HDj8LEwIUONToT5drU3cNmKMIH9D5TU05OGOdqrk4n8nhURGrqux8u7K6hYmUChI9IyQymoXRmslBYTKXmi8W1t7pZ44mUwBskPb7OEVkGTGwQaMB2ow2dX+HdB3ACYDvMzp50UYSdvpUMTgpG8+mZRHOlWtwk4arPetGFUXKs5QLVTi2iQzV3cgYBQc/iDOW0t+cnQOVjyeyo2U4OxPlgw3MVYfteBQKt0SO3n+kOUIgsziwKAc8bYPqCLPD1d087DpdQZ2bCSA2neHonMrp73RGmzkm2+oQ6Bz9RXF07QitgX7KTxwbSubU/UxWGEyPQYnozMlpRLMnUmRF4i+cPC+k8H8ZZIEKLxDm+IAPMjdHWb/P0FtuiSK4/XaNkalzodxDZa7wrUtl9kUXyveVrjtaOMjWWO4YcYfTwaRbeBvLdfFDAH6bKXPjGVFnYfVr0hJn4hpubXqwv1DrrYM5Ao91hGgh37Xqy87jQvJsPEpwrS6/ZRUrk5KAy0J54PUCaC9oNTA1ADWf7h3/QxDPDN0+jcNr3z8vZwozTK9NbBPtqis4qnVuFUSqYXweBpgMnanRDRhPFYmWeqXvsThpeuxrpx4+vEyOnl6h5rYSYVKlPAlx3uhs4wYJfFk8tqC+ZK+tIZ+TBSLPaeTe3pyoVsloUp8e0qUkEob1UnnO6Gfu4rInU5OFafNwzXQ+42GJr5ugSHWuQP07PVse6d2smKy7BZbXyt7dxWhXVLNo6xomSQabP9JREdu5cR9k76Z1fg9gMjpt0qR+50A0DCS2uAVz3bu8jlw/XKAGlU2toejMHutvm4WjNfXp7byjJhXCeyCoypdl4Gher9EXwIzW7jwaRD8I8SAG4UmBqQGwQaGBh0EQgVl9YBmK9c4jKza1wejKSVUaLo/YoxRwcsQdhDLMhErh942en3MN9jtGkguPwSLCzx1FfyVe2GQtrrKV1/vwSc2WDjfNczkFX9qp1JJOLfGXre1vELVZrhw7P+j2BMfgiUMlcZVqtQ6XGYqGykc4vE9kZi5OjMVDgf4MxBci0OyAJxRXAN9+WQn8TaCDldEkFIAhxCDw9LrMXw0vxoik50DGEedD0c12/Pyp2+BmeMKfzsFJuTUOEqLRnYPDg5xzWYZzA2sEG3wBhADwHQLTewri4on27Bx0kZKnSxDeBdoWogRgtW+LWG6IKDN00I5sX5UqidIGZr3JApsE6A7ukczi3Iq786yEHwqxQlOMNUN3+YW9wBK0d9u2eUzYOSRMLSDGD5tYG5leHlDPI4RdqzP1wlmAu4AD8zJcnUtnpEzVDq5NaHWN219iVgb93OLK43Ds5hdY2hnb3yZu7aGUDl5lZAljYJ+MURU4qXiGfgV5XgQ8FdXZ68fMr4ESXfziUoCULjEh6KJYdjmUoTh96/3W21uHfPk20bhSgzvWO9Ouv5yptNkx+0LtMThUISg167uoyUshxhsnj4z6DcTidHYP5ny0o4MXOHl5EodeN6rTKg0Pu8mr/1m4/LnVu45xqh+xB0aWVtn/et6fuP9ZQD85xJmXlFDo6G27dHHgDQqN16Offar7+uJfI0L/+ah2cb6HG9kf7ijW+wYIgvsVT8lpz1WCiHx4NbqwPbWzS19eZm5tMg1FZKG622mvQxMCkVvtIKjPqdNPqzfloTFauLDeaG0RSUW/NZAqCQHSg1hHDx77dliWBUuvfaC6W5ICqAkn5IpT7l2UYPTtHuMTD0Qnz/+PpLZ8by7Y2z22QLdliBgstWZYMMrNlyyBmZmZmmTGpsrK4btWtiy/MO9PTM93RM/2tI+Z/m7WdMx1xwqFUyvKBvZ71e87Zey2NdtzmUO2d0iw+iTe24ArLwe6AQCs0aPNgau+QfKCfVS/h23OQ/8DxVJvy0S2uC2x3T0I2xg+v0pPgxL2BKRgH3uB4tshIZVm+4PTXd2pN6bc/nKVzc/4oHU//qLPiBWKqSs3WuYEkzRdjmjzk4dOhcg1pttH9NycX7skzJ7j75UR2qtYSpvN08BZXd6pamwnbD78egFhf3S1Clr19WIFzcvuwDgfrDU10bqSdW+Hte2V9yAWYHd1v3r5sxwoEUG1nFOVb0+cO1L2VAFADTf/wxx78VyCFrp6Vd++1IM24XBeuCTN3aMATEA0m3HDg8f3JuWVi5wi5QpNffj355a/mYkMcy7IhAoEMTI4Jd5D8P+82Aglavfi5dzxPg6v/7vNaMg8+Yyaammh15aEI/8JEPTfTQfu2DgmqVWR0CWUatLaHltZRKMpzuihgg/wBViTGDEVJqQLh+lEcjCEAJchSDy+rW7uoXJl3e2j5ojqTXYDcabJyIjHN/AKenTK63rM5MMrY7dyjw/HdXVQoKkdXW4mkENgCRPbMTvElBRYfOVGeq/QX9CZ0YsHiCIeWyPA2d9CZgVirrnu92L3tnOASQuHs/P755Kl11p+QLG8juRbjs8NPv7ARYAOdPTOPHxkQoB/IFhiyfT1+MFtprubKiwB99a4WrwgPjYPVwMvur3Xg8R0+ijtIB5wEQoQ3czUuJDZckL4owL1QyypAVJubksrLQa2iaeHobt9oI20fQiajWD1Ud5SRaYjStTlIOdnysjcgcXlkh/vMJc2ETkfa2KBu73AvjQtnE8J9MQAAgABJREFUxvn1He7qhmhpVaBQUpVq8uLytHgebeyOgRWodjWAiQ7/ZLml2NhDoTi2I1gZk9x3n09DSUb3ai2dV/tCQnyXJjXnDrBgg2PMV9RwdJXmUqogAl3GPU1y+JYFGAUYOfma+G1eBxdsQShJB+0GgYJUZHGRYhkRrh/XUAFiw4ffGvXNgUCXWnPwAr4hkuJky4pWf73V3yjWF75OtYZdwgTtpPojvHJbff28U+2qMlVBLEfPlpmtPv/6RjwaAkRzUhlcYDZbmo2lx2+fFiAwHa7JVltbb6jTWQFQHZAfYCioWTrHzBQYuFI1DMFF3QSI8sLKxPoedeeQub5HOL4YW95CEAP+GNUVxB1cfKHZeEpotLA9PgWcbsCBSzMN+FSzhJZW8LPpcyPN6sQtIyGvYidiYxfKuv0TdG5BMERAOOCqV9rzrb5ycLNY70iB4LpXkqtHWWPArHQg+ZNDCdS/4aaL45UWDBpmLAMUSb55FpQas9kis9VZxK1LSyq7nb65gdZ16PSE9Pikb7SUn787jcQpviABDgziwXBGDAUXQaCPjjn7h2TYk3BcHkspfRGxMyg8Ns1oNpF6HQb9jM3H3zsm8OaQLyi1uzmZnCKa4F6YcKFeMOnb+BnIGEgzCOi7T+uQ2WAf7C6y040Xue4dTm1tz25u0tQL0xIJ2tyk+INKMBm5grBclZutY8CksSTt/mndFyR1+0u4jmVJiIsqlGfgAB/fy0f3In947MyIfGFU77BAPXGhnzyInbDSFDZ7UpMT40k4poTBvbwysbo+eW7nOcISq09odLMvXaztk4nFNQR+FtTZF1acm4l4JViRCyOjBggTwUtLDo/RzYMWBBpo8en9Ur0lKZR5jc5cuc7xhSYcbgTCCgOlWOU2upJaW5IqMd6WgVDrQ9bXck7xIh2yrM039c1PF7unCIznu++Ozu24M9vzpyWAx94IN1uJp8lg8J/eqwENbh5VkACAoA0XqNYUt3vKp9cdoxU0AhWb/MZQAIIbzhAPDPguJzjK6xfN02dNuUvr3YsB1kotYb7BBGR++XY1USTF8tP9e0X/bgFkAkILsj7AslaH+8gA1cLQyleVYI8gWjpXuEwunIHWcLEzWsFNDJL8l09nEEtvHXLHQawhouBw/LFZIFMwLrfP6kJt+vmTvDsSvXzYT6WVsbR2X0/kSdHaPto5mUqV11d20PohWt4ASlgEfLbbyeWKOpnmwdmrtumjewGMEzBDxSomiViCaThDLhfj7HwaWOHCRNefUg+OZqwOPuRaMF7xFD+elAaCwouLSZD7wXDr6no3nhC5PHSrl3vhZIayMmuADuxZ7qncEWIwPdMYyLzRafBDZxcTPq8wFlXu7eKyGO6IcPsEXThp4G98CcmxiSheQGc20Fl1OAWMRXSFyMCGICu4jHIGTrUAxNrqJg7vdpq9taU1XBbxP/9febC58TwV8pY7TADG9IRoEPvweThdmbLw5kX39Gnj5mW5d7tQ7cxDIANitwcb/ggXdLlQU4FA//SbD8BcNo8MRvLxOQFf2RTTE6efmYnBmFy3gcxWQdC/5PcuW63KjQ26WIIk8sm1TbZ8gShVUMQyGpszIZybmldPiRVodQPtn4zlqkqAg1iWCYxodc+UG0tOHwtEEBD+x9/scLkrLTyVG9TG5sZ1q0Gd4QPRlLg92BzdHYGMFmrz+P5Glg9K/VbdHj+CBu4BgoENr09J0gGrIUUlcmKjfareXXb6qbWOptnXQlZoj9Sgy2DFCg0hvG6PNPBm73r943em10+XuAJfE6+LgfQQScggeXiC7GRRXOstlDsKEOhkkVWocXCDtxvZ1UjcbQvyRVarJwWBThdInQFu9xEI0mt1ba+/kS/MR2O8VFpYLEuLZTFeLFriI7YICWRIPD8mUSKldnJlk7K5R9/cJ1lctKMLZPOQQgnWuRV3JrQ4xhJpQSAiSWYWPUHuuZlwaScB363vgnUianTI5qXF86JIhh1I0O3+WVeAk6tovjZVMhgnwWc5cDFsXOcbtAPEq1gRDq5V98/a3tVcq89tdrjpHDFfmfWG8RObcnMmVx2vtIndK3a5QesM5M22CvQRaNRkntzbQxYLJZWS7u4jsw39/KeLp3drz+/XPn93ZLaPp7PyYFBxfsbc2Zs+NzIiCUWhspwvryRzGr2JrjsYl2qR6q3abDS/aHbzFlcQgYjSOa3RNKtZRk8vu7/9xTi8lf/ln4bRnWJ4Mx+KTXX6Knwqa0sWK9VmZ27vod0Dwv4BfX2TKpOPcbhoXoUgCC22GTi/0RhHf4rgGIMR4uOrzohXN4gC4WnATBBKUOe717nnT7KHd4p6WwSmOJkDfoedxEQGEh8Is8BkgJaB6MCg94dkINDHJ3TFArIFBGY/e/98aksP+083uhn7BsKOfuL4bMYTnAMaShdxoTtvdDJdYFxYEGRmOFe3d8ulKgu+8P1nXPUtV2K1+sJamwseKhyfBqJvdkXw14t1Zu9GVBswc82pcp84ehFcvYrqQ06uThvdqwDq//TXSzA97iDkUYXNA9KmKVTJMNTafSlcIAB/sx3f3/j/e6aowKYVK3yLHb37uNfuLYRitJNz5ApOAZu3rkQW9/jiKu6jeHo5bvMSIGBAIABqgJWCcSZeKpalRXMzqTKlMRQ3BlLcmK3ID8RYIMoG49SBfszioINtByMPb9q9xOG9zujALaaKDRkoC9DQy8eLm8fjWFoGZwbACmx7Mj9ndU8ZzMgdIkHsDW/VjZ4ACPr7X9cge718ODBbaL6Q0uGd06wDupIv3PT2nd7kY/nSIl+CX6lpPR7G5eV0q70aitAh/YATqnUokHSjKQIINFBCs612OCjn59MacKJBmUgCkr00ujbhol0pxT/+LRxJ4M6QkTjPZB6HQdVoLufzSrOZuH+Iwmn1uZPrSUiPrQSDg5BpyBMVXmUgvXpZxrV74hyHi57NLrdah24XL51R640zsmW0fozOXYxget4ZFpxYiYOno1BGaPaSIIQdAWIBr1hhWz2TAFvgV4BPV7Zgt9ezZRnwk9k5mSzwMhVWvsF2BDCnw+ctrmmIa9w2O8Nu9JXDB021O/dWH5F79bj+zQ+XcG6BnUHrITWC5Qdpe3g9Pb0kWB3ccm3LHxbvn6Jz6+SuHikWcf89q5MVjsiczrnDA+ra+vTCAtJoZ45OZKsbNKEUMbmIykBEEmKykXR+HN7RriKnn3tqGkuW+ICxkTSz0VspVBcb3Q1wAHC5B3e6o3MEWcdspzk8bP35GOD8W1cBQTI3Dx+DLVtSVtuLgL3RNDdbloAQg6bjSai4FQkPRlcwQQGxbvTVQOK5yrzTR79+3IfDgTOD+7BU5vq3S6WmpHO9kK3yQKC717iydv9m493ni7tnPRw7CHSto661V0Fh3tp9cf1xRijNKDSl2ZowU+EChgK1jEbSQU/Sbop6fby8u1Rjd4fSVBbzcqOxksmo0mmlz8ez2WbBeAVDuMR5IEQORSlIICHyxdP8uQmBBM91ky2ML2gJ2jVU66wDq8OudEY6b5gKKBdLsSoN3MCm3NC6ArOnJlwUyuYjnhjH3SHW0gbyRmnF1lyuwU1VmP7EDKTuaEYEuQXU3Oamm+wzR2fYkNpcE8CMgRA1GMZVNXpD3Eup2hQ02+J8kQliEUmOg20c3nNvX9lXTyzwj3h9WlcSTzETKVwA4dyIi/wmU4Lhla7akAAe/vCLHiAOkBD4NBibbXWXfH7+weH4+hauag9+By4tpDhPULK2N63SofkVtHUy7YqIQaBdIYneSDk8nTFcUJwuDvDmohZ2EsXSUzCwskUaGA0rmO7+EuSDVnP70kgxnJFAxw/1pJMz1uoaUaZAKvW4bp20uT1xdkGo1RcdzpmDI9Roy51e8LxLcLy5EhPPZ2hxOiMeqPOPv6/0builBs6icAjX94v1tgAMMkB6vqSASIZ0aLj8/+qwnF1St3cJp2eMnYNps5dl9FG3IS9CyvTTA+k5Z4hv8XAurbgB6Fth6LXujfLCgcJJYjSF+32cnYHjFpRr4A1xqU9gZ08AgSUv1angykGXYa8qTWazx3v6qB498UavnNrVFGz33whuPvBrPWq1wxg9SPvXou9+3rp9lBWrs4XKTKEy++XHjbfZLDJwbbePS/7wJBwpCPTDq6p/LX39uAEC/fC8pjegx5ftZJoTT3Phtf4S2fx48pzDR9rYBYZlQ2CD5kJ4gNPqXW3HM/Lvfw58/4vnt7959Ua8DgWOqNwWB+LAgDzgI/0Zod3fD0Zk3sDcyfmUw0sD2XX4p+o9VTBBO7PgYVZuLj69P0/llW9zywTlug5CF2QacBsMbLmJV815I6SXj9vpIhmA4PnjPIy97nB5fgEt6ZAnIls7QIcmwsoBCucVBicp3VAVOpp0DlSGqtejZmvFAgJ0iKdwRNKo2eO8+0bnC6GPn/dhZN7fH68so5UVpNUitw83kDw+nXW4BZGkJF8WPb5be/20V23KYUgXSnPwVSDQEJzb+yiY0u6dUS7d7M0TtKlH0aIwXubm20KDDVl9WDHBqprNzPt7S626VaysAW6bfBx3TLqpHz8ykvxJqdFDixZkmZrCFaUaYRjnWd1rTabMd4em37rnMcENP37Ye/18BBK8dYCAKyGWvybCWH4WsiCkN1eAsnOE7+lD4gS30blWgkCnyjTQcZDL68ftTEkOp91gGgM5A5mGC1drrxwZxvx+SaWyncgsXFpnzi2kSxvl3Ey32Dmw2xdGAsSXyyXA3doO6BAyKs3UhUWuWppmcBCJgqZJiCdEykUCpBDdJgxgmW4XpcqC/p3GGSCAhsbS4nRhPpIUhZPs50+HkIxBoM+MJKOVAlfWHWBCDgZ1ThdUiawiGBMBUzd6S0DNwIWFGrbvINYwQiJperUrBfV8myoj7lwtgdDBgImm5hpdHRB0PCt0+mcAEbAhq4nwJ/MM+Pl2ewRwe7E9XAXfgEvH5HnA5tmSKlfSZoq4q2cgwfREZ3N1MRA0nLpSXQgR12mLm3VBtcS/vln2BadLNe7odiEQJiWS/MFgPxFXgiUK+Of8PmE0OheLicIRHkBeJsdHcqVgTsYUzM0KJdOSeYJicWp5bXbrgOzwcfwxQOB5GPo2z7Q7SE5kOPghclkEHsfuR+c2PHkrVWFZfZPhDPPoEsHr2rUw36VnWpRoedqbmob3gZ03dnAVUNwn0T4djNIzBZE3SD4BCDKMBfzsdGouEmHE48x8XphMsUChQKfcAVTrzg7uKeX2WKZIBPcN0Aek7PIQ40kWfMAbHOuPFiAYAE57V5L+lfzl48qHb3WdobB3DSlEnM7NGS7GQLDCSS5+aFaUwIjZOyYs6JBEi5Z3Jo0egScmNXnYZ1aaxcN3+SUfP/sKxRUQ6EJJAq48EIWo4wHeegOT55cQkEsBvyiT1h4fky4uqOvbyOUVOH1iSPVSYOcT7oV1bueQAK4T3MrF5cSxHg2vtRYHenynNdkR8LjDi8O4PWQ+f5L843/db41mMuUxuE7l2tz13VJ3qADdLFUF7d7y/hECvIolBaH4nNPLOzqZ0q6g9c0xs4N3aJy0helmH/XMQfQkOPGyLF5QpMrqCysVwkl/gXo32mpPaA+A9ebmymyfj+J2z7g9Y90BrgFUrJL7I5kviG/dZMvERHYqlp6sthjtAQ+w98P3mqsXxuN37O7TdON2/OlbDvyz1Jxq9Gi5yvSXH3WjO+71LbfRApcw8ePP68+vimxx+vtfdgfXyuf363dPy9Hk9PAWpFwMAl2scqIJMpg4j5+QzLDB+PtCFJd3FvI0DJ56XwqhAv4aEufx6fTyGtrcRQoV0htmIOFZbIKjE+KRAfmiM1+nRda6Clym3U8FtXW4eZ3+STgGQ1xuuJxxeOmASJd2lKsK8YyjJNsXYV1ap4EMwnH5hYkKedrm5HgCfIjbfGUB6A9ygzdCzlZE9y9rg1s5qPPrN6pMifb9T1b4u7jptZ2xY8CP0FeOkTst0DsJybo4nOenstJQSAAEDVf50oiOTtHvfz/2x9DrJ+1bTbsj8Ey//e6x2ShWCwPUWadDG1vjNqcABJovwtOW6h15pcV7fK9r9qTlOr8GCFZfrFSWIhERhInFI1ncRgYXc99M2DeiREUczNKd0clEiZEosiAYN8G67U64QPEPiWYbM5xdCObVscryvmlm72Lq3EVb3Uentqnnb8/qI02yxG1dqZ4+bdf78kSB2Ropqx05pLqvnh0cTKWtaA0Xl7dQvIAX7OEZx2UWgDYgqitAA40G7gZZr/cl/Xvl1fPi8GERLgTI3NXDzqWN4A0zre4ZuIjF+kKurLI4qTYbJxCQ467NkTlQ53Bivlo/SGa04Rg7EKGA4djZQ7iI/DF5a5cMURNJra/tUlgCRGEgDh+trjP1Z+KdI6rVJQjG5/D9maqgOZyPZhiRFA+YHfyWxTkbz/J//4cnXcJTAE02Kgh0PIPpFeIFhBIEGi69w8sMxvitwQpkYlxppKlsDhYhGwFBw7cBFJdaQuDickvaHmlBcCvNJTgE+BJIObWOBhjU4p4AgQabFU5TQKDflhri+yFvVZMU0bQwGGcn80JQGMj9oZgEcgPsYSjFdoVJsNvpCh8EulgDOOBXytxijp1NMesNOcRCKkfDj5dT7FhcmEkvZtMr4eB8PKrO51Zq1fViUQssWCgqOj0tWtBwpQrKnGxavjClXQWioZ5c8kB39Jfjdj+uKg2cn6uKr582H19xMc9kFs82d/iQ2YM6N+LGUOAKo1AG93xsXcsGz9LSkFbuU3MdWrJMg+wHpuPMOOv24UrHdg8DNlBqSI9r67hl/aVxxuVhmixEu4scivD9Ifb13W6hMleqM5+/UX73J9X1CwdUsn+tTqRpJ+DXXFN4MkmGkq8yP3ze+fnPp+Um9ac/drIlUv927vZJEUmPQbwFY9PdodYTmDU5EVyAm+dNyHL7eqReRqolJFOjraNZX3TBFZrbOhrb2h+zunjhmLLR3i2VdYGgMF+Q3j2uffx268tP2wC2qTxzcxsv/JsTocNDwtn5TL2xCXJfqi/HswuLK2DKkNEh9IUVO4djcDhXtzuGc/Dg+HnRpQ09vdfYfejHPx36IoB11GQRF2D69/9yfPPC6t2x3n9es7pwjePPPx60+9JClT+8WavU1fdPh6ObXf0pUmmRyTKzc4iUKuwG1g+RL8lMVSXBDCeS5yfL0nxN1RpuAoECPkTTfFxWMYDyVfrH77Z9oYmzSxSN0cBwPDwv/vDLdrVJ+/h5vVCmXT/I4KTBTl5a8VNQkKerR37ninr9Qvvwk+D6hdK5ITx9wx3cU/NV1OpT7R70l38cF0qTldpUtTHVaJP+23+319ozgRh6/0UXihNbfeXnH47TBUa6SHf7ETDC3hHyBUm7+6hQkR4bcHFIcNP5En4Eem5Cza4qmmRfmCYBhCH3bGxNbO9iL3J8ylJrUSi64vBIHV7+zdMBuGz43fZwGQBKfw72axZ0GaDMZGVFk/OAafrLMVD8/UtU7ikjOaErwj68RFvHaO94YnUTbe0R3H65yc49uSCfm6kgHGBFgbbAxQMenlmB0WgP7xfSJeLeKfrys9VgJItV6NxBdcY4g9e9aE189WE/1ZDVrzX+FL1YURRLKq+P8fB4aHeCo0f/9b8HAMBvHtQ//em0O5Rf3WpzeUkiIV1eQnu7Y7pVlMksBQPSJQDqVVztyB+aevdpPZGjBKJToObBMAW+LRSWOF3cNVzVkwcOz+IX2sN8e4hV7mvhj55aUP9eaw9MgiKAJ8jldK63XkLf/ZC4dPLm19HOBckWkQTSSr2FsrqH6qPtH/7wjh43srU5DLzPq6BEYKfaVyq7fyyWoyeLLH+cBEwNmys45QyOgaF5WzFP90SmAGuADautZZOdBOcfdC1ZZABcN4ai58+6l8/bw/uV+9f9t6X/LPgwvGj2V70htslOhggqFHSDa32hsnpwQjDaWKGoaucA1Vrz+QrP6SVcmsecPpbJRt/YwzOa06X1zYNpthAxeUilmTQ7lMnMRii+UG5u+GO8+/cH5Y6s0pFAagHMb/Q0cAbwapEg+fnjsduPqxqBJrYHm4CS7iCul58rL2aKSqeP4Q3hQ8DDJsuJJBjVjrI30oJihlM0UNv+nbraFefrPPjyRn+h1gVTtVBqqM/NBCD0548GgGi7lzi409W6uD0p5H5gBdxgsLfQv1kr1pWJnDhbVlRaapzvvUyHh/118rEvxrR4JtMV4VeBLlSFhTIvlwcSpcWjFODLelsZiM44PZPlqjwaFZrMtHJ5x2Cg2e3CWEydyWoiUYnby4CUVq7LcHts4OVCfd9gZoJ+mZ3MN1dCODpH3Ru1OzwB1uZf/lOgc6WFpNrqLpVrysMTFE/PAjXUusxvf1nLVWeeP6+k8vTO9fztO7UXt5IjXL1oQCngV8CQQhSdnJG29yYsNiGE38IiWtZNipVoTomsXq4rLDg2EfXm2YNzsjMghcALJ4TlJr/So1d7xFKXVGzQUyXcowE7Gj8RPEWmwD8x4iUw77/frA9mek/U1y/zjRHbG8FVJR8+akstvFIDLonJhdc+jB6XQwkWoK7Zxt0/oNrssiM95fSUnEiowS2uriKjkXl+MePzQzbTOh3sQkHVH654/BPxNKnaYQ8eVJWGzOoiH+vHgfJAK82OGfCAJ5cI0s/XNcrqFVzBACySxUUKpxixzLQrgru09O6knStBIDnmDY/n6qxCnZypT46eWE9f5oZP9MqAdPsqqQ/BVFLzDebgdv6HX09fPuwDaUYSLEgJK2vIZJ1IZfhAarp1FI7T23313jFK5liJDLvenr952AAPAYLe6uqanWVcijpG+7po+N2nrc5A5vLhRW7XD8pyg/Hnv59cP0pBmgtVLLitPh/cSTiJ7t8JX7+d61yTHt5zfvx1oTec7fZmH575/RG1Up9ogZUZMaMxVK3S07kZlxcVq6Qf/7T6+Sd5uoyCORQqTFkCE0cm5ImQW6NlGLI2F+HpdQs3aXWTW50NcO4yDbh1yYVrAvTo8X7T55tt1DWDwa7ZRDOb2UIB0mqnNIskzdKUUgNxS7R5VJ6Idk9PPTlj4Tv7dtbpxbTVxnC5uUfHk9GYQn8ykczJAd/8Sc6xBe1eovrD8qlv0hLmHZhnd42ETcOEchXJ8KPvMfkiWt2aOjMLzy2ivUPyxu4YaIrZSa31tJECK13nRgoMe3jKm6Clq/PBjPTIPLVygE6dY/C1sIULnGSV744QA3FyOEYdjpa6PXW+IGg0FRB4gfBYJkfLZHj9vvbqWvPN54NyWXJ8hMyX1K11VMyog16OyUBYUqNFFSrmBT//anh8XonEKfiZSndpcwcVitqzS+r5JfdQz1pcQrsHswcnpLVtLHxGx7QjMAOcEc2AGZeAIDY6W4HwvMujeH4Jn10KV/cmnTGVBhfBYJ3ZeWsHU/H89omRafPSBvcbzx9Pai0VyJM/PJvKsroj9ZkFPbzfjec4njDRGSCEUuTHj1sWD/rtH+ZTM6r1ZBBZvgjD5qaYHbO11obdzQHVA2EC+e7dz/36j8O7DwvHb5Pr/VG6wYSbmgJLNnor7cFGtaW7eTA8vpr1Z9Nnl+RG+zCT14GJcfrocOoaAxn8li9KgdRo901BUN++rl3Ypuc1CC76mYnmDoiDMXmmoM1XNOmCIlvGhURAeQb3WgBeAP9Mhevyj6fybLC5parK7ZndP0aPr7uAAlbnZG+oS2SlQM2gs7ptvGLl97+HIBxAl++f1os1EaTDeIZSqHKzJVa1Lay9TbWMZMig1ADp1a60e73k8FGyJVW+oobQ/vpVAOkXVvS2NE/Q6KsBn3MVORxvrb0Cn0lkZaDONhfT7ecBtuPmjVUl+DmgCjCIkAwSecipzFiamsjSC28VpQH/vWEABYBoRTY/D4ASS2ouLbzTC+apiWX3i3xxkTfO8cUpwRQZnVsoRju91Fix++hAIkk8tZvni9DwFKU+4Dq+/ffuyz4kmWpbC3t8/3CQyfGrTQGAYaVFA/h6/502npsKxki1tuzl2w283D43A0YJjM+ZeRwQJpqURxMLxyeUoxPm8Ql/SUdd0E4rl9HhBcUZER+ZZw4uSQYnd/ecdeGQ2N3icEKcrXKKbVq5N1vqkuEL43kajFFvhOSPUZIF3tuSE1xuAhJD45rUupsavrBzzSlnGDekwZOxOrjzOaBBMEksNDnpMgdO8cYOfqx3sEc8P2Uta5F6AZ2fzcBms3Bvri7X8a09ciq5GIsqslllPMFz+yZvnzWZMqk+wG3VQY43dnGrVpOD8DbdfRGXhI/Qqu3FeHYOhimuo5Zhu4Ik/Oi2Rc02CNn6bLnLgAPBKzIS05WuoDHiVvqzo1fe6w/ypy+y6/eCxhW90J6Bj9X6PLym+REvaCxUxKmcADTa6Z6OJZjFypzJihG+1hQ3OzIwE4MrdW+ozpfwsh23d3p4pWu1tcWSHNgf3+pN4doX7Z4ikphqD3i1Du5QFU6gD1+Wm33mzZMM3oxnpkG1uyNB95r5w++L3/wsvnqe+fKL/PmV//Qg/PaT+sOrIgfiG0bVGuH6ll9v0FstHihRMDJebTG+/LL86SdJtT/hzyFfdtrknzwyI7OXlCjJMiW1P8KzuSbA7pyeTobDSqdXunk0ceGjXrgnQSZiEarHSTo6xBLm90pPTmaP9cyVZapGQ1teo61v03f1nEu7wuhSbB8xL4zyw0POpYmP57MfTehPpjQaBNBRremu7g8cfqo9SDmxT25eomRvwZ4VGHy8bSNt62Jq7WRSsYZkS0i7QVrZJoNGr+1S17ZoKxsz23uzu4dE/TnJHeFaAiRXnGILUc4cRHuImawtxEpqY4Bpi9HDFZE3zfGkmLm3Bz7JAqd/rfH6JpotKWyFIrfVVlRrokyOXm+Iw2F6uSxrtsVfvj8YXWkdDoLNQtaqkN81mwhSG0VZKScs5Tlfvt37298uru9UNufYu/cnLi8NEtixYSqb32DzkFozbnfMnxiYG1vj23vIaJv1BFkWF2H/FDkDRLNz6tI63RsdgECvrI5bLLipxfohae2YqLdxDkwMg41n8Sg292iAC0Y7OZBgZ/LiWlMNwwOSQaM9//RuL52bu3rYs3lI4Ga8eOEisz3SAI396W/OQJx2fI6Lu7r8DLECXd+fGi2QkpeDUTGMajDKmRrx4Rv59avMn8DQU24pgGftXrLdQ4VfAXlyBziHJ+PpPC4YDZY0kVpxeUX1zvr1464jMI6LYnbkuepcsSHL1bipCrHQokVSnHMzEY40lpaBJe2Otq8fDrtXG62B7u5l7+H9Hohme6Qe3C+W2yJPBJdg7V8pjWZUKuMgBasK9lp/jhwApLglrgi2Zn/Z6iaC/rz7fJZIsa9uV9993OsNVcUqt96e6wwVzR5YVW61JQKZgu2tNgDepVJTYrSDlIl8Yf7pJeH0cgKcFpDZ+i5+XA/C2rvG9VrxA9KCNFfGtThSuQWnl2NzsV0+LrwA7UrlFf4orgQC5O4Jz/xPmwKKBHkxkGAGkxynn+wJMTJ5ORy1NwCxqT41sXdPyLuns2cOlivKD2QEibKg0BGjQl3j8NNB9SMpHlD9zdMeuJVGb6kzWgEZgm8EJcIzvfNzg5u9k4vJckVVbchqLdHf/tVU73DKDdp//x8Jf3QSOA647+pppdaThFIzNu8kJLHTy/H1Hdxuyu0Tzi/gKmWn59yTc5luk7q4hgJJldHFVW+gIxPlxMJe3p7ZPqJ7Q3giOihyrkEpd2mgbskSFfK8MzgRzdLC6VnY4FIB15c7fEjpnXta42aqNppOVpAvgVeRDe7VpZawMVCkSuzHT7rvfjtOl3gOHwlyHSRzwwnV7RTbrGwg5VBIpNePr+mQ2yVwOTmxqDwSVkTCMvCnl8bxA7xgdBbYttLlQGLY0+Op/oDPgAB379bBLnijk/74dLEpCqcpRieeRgpQ8DbBFpfQa9+yqgNavDQWL07AQHz8uA578u2fNgZPvGKHlG9Np2sToSxu4pcoTVX77M6NNF1mgv0ELu6NlrLFuc5gqdFaqNRktaY8GJmB7e5xDXQZfoL+3tyv1ppSt2+q0VJe365l86JQhArqXK5JSlVRtSks1QABxkCOb54k3/+6NbgV/eVf9N0rdmfEyZaJjS73/mXh7kXx4buF3/6he/mWO3oi/fmfK8MR7f6W9/oqHw7ZySQCjQZ8Hoy4794vdgeSVIYSTxFbfe7r5/l3X8RgBWIVYiBHtsdmLrwTp3Z0ZifYvexAVAhO1u2hHB+TLFaJ3aU8t/GDWZk5MOUNEY5PUaWqPL+csjvY7fbR6jra3iVubXOXVlm6TebhifDEKN4/5a4f0EBSF9QEmQzcwzigJTjlSwv1+Hg6k1kp17bavYMLK/XCybAGBEuHaP1ifN1IOLAzt84oOv300sHEvA5JNGhpk3xwJubOIalqbE6BH4Ov71A39sjLm2gDMNlGunDN6s2kXcOkwUb1peSB9IIpwLfHuK4U3xFluxMcf4ph9iCHf7I9UFmsCKi5UhUWSzwQaNhAnQfDhWZLDmIdjo23urxSleH1j2UyAjPQd2CyVeV++83Ozz8e/vjD9t//cfr7nw96Q1yf5PZ+K1ec391DAJsrOrQAu7pCKFeOT88YcLBHJ1gp8Cp/M+6tk6/KQFWtLsrVnSEcXZTJkU5Hkinwun+OAlKjZGV3YveEGslszMnx2qVUEZBQ3R0uD6519aYKMj2IWiorzhc0xcqa4XLmzEg6N08dnyHIAUcG9J/+S83uocHw9gYFRitNqkAv7527BxPJjBYvZvHh1WTJMgGGdOuam2/QEwUmCJA/ygTWNtpIJjvZ7ReEYrIL82yutJzJL+WKunMjQ7OMHF6aOzTjiUzhadTVuUJd2r9d6d0u5JuUZGkGF9rHzb8X6x0dqPPrJ+P7zyaQoHp3GQT67nWn1lVW2rLOtTJfh/SDChXm5+/3/cFZGPC1huJteSrP5kbB2Gwyy03kRG94qynWcSVS3J0nxR5eL7/7eHD7oOsOFoBsBjeLrb4inmEAU2fKQrDakKIgc8RzLDzfIzVXqGpTeaXNTYcTkszJgMptHvzgJJTg9K7X325P09xBejQlxsicVlmdLLMNIJptcTDh7EWSEnAMgN5f276AZTG9dQoHFwLu3xOhe8JM+EL4hlRGBskPly1NLhodgsMLGgj0iZVuC3B9SUGqKqkO1ChflxudE5myKFcVw8l6eHfUHW1BEivVNc3eGiSKdFEGGRL2tdrchLMfinLavYW7p+UvP+6XG6xqi/Pjb3qrCwbZ+M4eelu3w4PrAfn58BSF4nMwCCA97uwj7Qo6Pptx++XHZwLJPMICnVIsbyP1GnJGpLr9SfYc0qxN+cIybxiSDClbo5a7zFydBh7EH8N3kwGZwZJ4omPRHLHWFwDYFlrkwTOndTtbHRILbSL+lbYQtmSRka3ihhr1wVy1JwTRPL5A+IzklUDKJ3oiyHG1ujy62gkGuft76PKCnEwoC/mlo0PCwf5ELCaNRLkArRt7aHgvqw+EcERwhU4uxi5tY5B+ho/KSo8Vzo5n6+TmSBhKT5i9KFGavnpWmt3o0onCWdR/5PYeOLEiCqQR6HUoPV3ucIfPouqAApJd6tBHz7L+g7jYpkeyBMgr7SsFCL3ZBYaD2ewuRuKc7mC12dLAQCxXpZk8L53j3tyvgS6/fti1OVG9JYPXANHf/Xje7Ci9ASKIdaEsgCHY6IirTR5+dnot+o//w/LHPw//+q8njR7j/bfqbGX89ln88bulq3vp1b18dC8Gqf34g7Q5Gm9fj//139ZGV/R6nZjLjSUSqFye/PiN8tvvtLUG+adf9zt9cTg6lUyTmz3e1YPw5oVz+06UqtMjRXawwPSk6Cc2tLKP8JMlF81knd47QAo5mp9HbC5SrSBvUqI7RNE8FcxW92otEJnzhqTV1v7BybRiAenPpOtbPO0qZeeAc3gmWFiZ4MuRanlCIkVCIZ5or9biQjl2N8tkYtUaR9X6YTK7trY7qdudPLPNqbfHRSto83J210hbPyEv7hCUG2OKVcSfR/LFqQODjDeHJPN4wjtsKg1RuTghnkdgrvUmJmw7+tmV7cmNwykAhXOH6NDMOnHQd42EIzPRHmE7IxS9CUdaIss0WlA0Ngv4nC9wSmVhrS6pN6SttszjQ8kMMV+e/vbH5fffaIsVar7IOjGgQV/4+qL64fv1z1+WXt5J330z//JR3r8Rfv7+oNldaHV1C4t4IRJfhHb2ZzZ3SMm0bmd/EnQNVBIE2mgjAtUCvrWHq2BtAVFjSZXhnKHRop0d+uY2RbOJxFp0bGLBi+WtCZNLsr5LAqcM6QfU8OFlp1yXgZU5OwczxL6917vdEqtdrD+lnUAa20BiGS7xanWw/8f/82FtEwUjSvjrFyam2yfxBeVfy3NvH+BHhRBW1T4r25iGwQwjGWgplGBBqNrc1LfHdDSLnWV3cfVn0yfnxPUtZLQwDRez+vMJYDsIXhjbuRofgC+UxHW4mkM5RBBehloS4y5W7dViTZOvqIe3e53hJoRqLCMIxplv9eREby2SWeH0DARRoUr/8deTWJIWjTP6I20sSUnmaG83LoTpPA90+WtrleZgsX+7ileppHntrvr+cevmbr031IB2levSVI6H65Jn8OwO+ENAu/kq0DcvU5I6vMCIPBjA+3pc1cQTZAdjfNDTc8uYL8KAj0VSgnPLBGA1XtDoYXj8IsMF5eRs9sJEhw2sA2Qph5cZiPIvrJMHp3hCkdM/g1ec5wSQPNwhhiuIi1t5Q+x0dt4XEjrcvGRuyR2SXzp5BivL6OE5QkJnhOeN88JZET5xJheqdqWA97CLb5UJRdmixhMQPryY8uWlaFIeSShMVkY0uZTJr6SyUpCJP/1xCaksmZ0FTAPjv72P/AHB8go6M02CuYADgMsGiSVfXgHoXl5He0djycxiublm9/CWVhFXjDYBReNimRb3K6sPjpQriMxCmlWCwwungwRkWmiyKl0QWTqoM0DrhQ3varbKDiQnPFGQPMjk/FyTCEDafWC2bpidW2HvTg7DCNczTM8CwkNWTJVp/sR4vs51hSZhoIP76PV202kl6HI2JwXtO9YjADTlPNrdRdnswsoyfu31cputlf5w6eQC3TwtFJoci3vC5JiGawk+N1Ek1QbMwRM/WRnLNgidOzZoLkAxvPPyRZOpUtwRFC2g24+ipy9zuRbyJUGVxmCfU+XZ3gO/NqT6gUzrjJvXxd7dPKSQr23U4RJAjj23IruLGI5xHe7ZbEEGecLlnkmlhZmcMJZgAzLAoHz/6dDhHivX5kCLC2Xelx9OQZf9oalsgX3/vPL8fvVt2hz95dPiT79v373Offph8f/8v52//LH9b//7Wa46XqgTys2Zd5+1ozsJ0PTVI29wT8nVUfd28u//y8boBuRvJpsfiyVQqTL16bP6+x91jQ7z+592qg2u24/C8elKkw1y3xqSe7dsb4rgTpEDeUYwzzF6ZzaO0a4eGR2kMxMhFJUvLKC5OZAA4p6BaA3ybWF643p++LJsdJO2jiAfowPDbKq0DC8u7fM7R0K5mrCwPLV1yJCo0CwTiRRofYOuXSbsH86Amuwdo5PzKSBup1ve61ud7sWFpXGhHK1s05f36As709aYevucrjsmS7VIvIiUOgJbilhCtLYzJ1NR1cscsZzI4iGuELH4CF7IVfBf9NUt6uLqzLyGoF4lrO3Rto+5m3q2wSHaMpDOHJxEZanY1iQKuDRYLE23OkDFiLkiB7Z4ip7KsnJFXjKLl/M2erRkAXWu6HCGw0l0+6QEUr6/F3/8OP/+vfz6DjLuTLNPHNwyHt/PZ4uM3kjr8dNePl5anFQIMaAWXGvidBYCBEQTLDNQ0eYeXkhSaWlACl1+JpjozR2kWUL6E9bBIUuzPCZdRCavEHIMLp51TIGUY3dLLq10MHx3r5ufvzcEoxTIEz4/vVLRtDt7LsfC2hp5bW1m/4B+cETZ2JrY3J50eRT/+GcP3jGaxGIJCkeXQhH1wTER1Gd1A9/MBQas9XB/elzltcXs3ytHD6vAp/GMxBfmO728SzNj94AAex5Nzrt8fKCx/SPCpYWMm2kVBaAwdv9YsshK5LnBBC1V5OZqHMCpSlcAyhVLi7MlZSQpAs0CYg0nhJDjIdZA3fSXuDxh+0oF9tTuRwBbmSL59eNaIo0ftHQHylKNly7Sq21hd6SqNuWdqyU8RzBIguQ0vNfBny6VFZ3u8s3t9vXtRm+wXK3Px5I8l3fWYp/2BnB2wTMvY6JoShpL4wbk8AIQGJT3yDCmPx9z+hj+CNfppwI+45s/ARqIm/4cC3c4IQJgBVHe3iXAdqQnnxhodpcwGFE4PFxIWm/1OgguPwwbMWA4/ITT5Q6xHH462A7Q92xODTILBJ2vrNv9oksnx+TmuaIyf1LuCPEtXpbZQ0eQlPyJyevnpWxFcGFFZgdern10QrTYOVe3F9nCMhiiemvPbOP6gup66+DcOBFNUEEILA4896B/pVRpYcgy84XlzU2E99gyvXuE8//br8ghSuELL820XHHF5mFpdGj3aDKaUpvcjFx9af0APP7a1cslCLRMjdQr6OSSBMkqmJzFbUF6YqBmoNevyxDg0ubrgmSJ6oujfJPavRMBQTeu6K0bdn3I6d/Lrl80cOF9cVxB+NQE8KtrDMXVHvenv5z07xaMsMNlxdnZ+NY2LrNXbyl6Q7wg+/gYnZ5OHh2h9+9NLif3YH/MZJp1OMmdntaG14nxwdxBevCGqa2hpjGQZmrE6oAMdGwNgEFGoSwq94ntO3rjipasTDx8WoSdgb1696Piwy/S2tWkL4U8cTR4kI+e5j/+vDx6mQMF/9qUzxmcKDZwwdlUkQ8OxhOiGO2TMHQuzQSnhxpLilwwgGykWJwfjnDcnlmQ6XxRBH7t6na13VOmc3hhS6snzZVY2SLz7mnp1z8b3n2zkq/M1jq0j99pfvhN9/knzcN78Tc/aipt0vMnmT+Gqh0SqPbnH9dun+W9a17/ltUcTtX66P4D4/d/6oa3wFnC51dZb8CMJxEg4e2j5OFl/vFFnSvS8KTD4Fi2RKm0aKXmNPDUpRcZA+O26LQ9OmsLMsw+msVHhSE4v4j6I/2qjqBQosG10RuVrB+iynDVHp8oDsVLe0i9gebUaHkXNUYHoDIG89yhQSRVIekC2B3+2h6JKUB8KZqT4A2wDiAA3Bigzc7+uCcwb7gQgJdf3SYvb1G0W4ztE6FQjeY0aOuMsbw3w5YgvgKt7rEE8zjxgzQvaAVLOolUQWFyEZs3zuAgBgtJ5FMC8SR/jgCbSDolU02rV2m6bcHGkRA0emWfBDQdL60Umku13iJ4YZd/0huaDsXJpaooXxGARoD8JdIsd2DMH4WkO1Hrznzzs+b+VZopE7sjCEtisUQaXfNv7gRwYod3zFqH0BpSP/+4WmqArGN8G93v5soq0Kaj87d6TNtobQudm2bAfVqc5K19BPh2+3SMa+kFuem8BoTv9IxRLB2enQtUi0i7iWqDfX9iMVfbOzPzGXxkdYpAnR8/7P/1393vP+/5QjOhCL3TXQP+OD2lJqK7MimGks0tcii8XCzvn53zTGZJuWLw+VZodCRXoN7AuLkz5g9Jzowkg3Hy0IBrIkJkxQsz4PZqfdHdO122Ioqm+cCJkYQsndOmc6uBkMpi5w1vTt5/4/QGJCYrXtQHvtPhx3cCjy5QMEFJlwSZ8tceIJxgCt6fgrByB5ggyrDBi0CUB6kIfqvW0QCsXNpR91ozelx2hydAoFtX0nyF1uwJMgV6OE4s4zUgUlDn9lDWu1po9ZWtIS4m4fBPfS0Ana9Jur2VXn9tONq8ut7sD9bLFVUgzDFbSadnExYrFfeFMEyZbUxgf8hG2eJSb3TQ7G2C1YadhwSJDzCJbzQV6wsg0Gfm8YMTXIEknsG3jw9PJvWnVN36OGw7e6T9Q7LJwnd7ZXDsoHi4NEdQAF+VLqggB+CZHrD5GZa3B7DwTia7CPhsc/KKtc0zK+PETAON9sRloYzKFRGbXOxLBxPPuEiWZm5fVwBUtw8RCD8Egw5DigSygc3N7V+flOpbJxdUt09pc4j2j/DKvWB0KhSbrDYF4KYBKxptTSAo3tkZB7z3BPibuwgM1JGetrdPKZR2zFa+0zPnD8m29vAKznBSdvdy5ouIXj6ZPWFOrb+erWkX1/AEIwjItR3cgi+SZvZuFxsDhS9Kdvhm4RxBwvla9y6WZcJ1zVRptQEnmp9IV6dzDdwdtdQStK8UQKOQb0aP2v1ThBueN3ilNqv/ICm1OYE4GVyGzT5ltoI6S37988XTO53LO3ZwCAKN6yH8/nvI7xPGY4p0WnF4hCDZpvLsFC6KPWX3EaIZdq0nS5UpXxU5VR27dKMLF67KFs5hZI4VcR+mwaOkc8sHrn/8Irz9xCwPUDiPP+NL4K11zQXw98UIuarw6mErkRO5AhRIznD5MyU5LpnonHW6aYbz8WRaWq0vZbOKeHwunZbZ7WSzmVipLqSzgk5f/d2P5422PJ6i1lqiWGomkZnJFKgvH1d+/eP45kmWq0zfvoi+/9PK7Yvw4b2o1JzqXjPLLeIf/7LXHMzCVmkTnz4oR/fiwa2ge81oDqdHT5TXL4LXb+fAgN8/y959UsPPVG48kkC9Ef/jl9VGlw+GyelFsKXyM/UOq1CbhiN6I+gZY2Dy0IIuPaRwThJKi01uytw8urDOABUuryFvSL6yjUtx2UKz5hhy50jmEHNdP6Vch19XN673l3bxvdRjo0i5Mr6gmwylVkOp5aXNcfgSqRyBDBltDLuPDgCSzM0bjORIQrurn6XxIPi1RqdKtUbUW6SyJYRm0Yaeqt0kUtgIyPrUpNKu02gctLjCm1fzFQt8Do/E5EzK5ukSOZXJGYfXNMYElT7BZE/zhWSRZHZOPitfYC6sciWLU4ubs+d2udUvM7nxEllQFgOetY0rI9daikpb4Q/PgulJ5/mOwHhrxC51wfmhYpuWq1IgqQ9vNcWaIBgmVOv8VlfQGfB6V+x0cRyuzucfNh/frZntqNnXWt1T10+b63vorXQDF4AOYtDlZwPQheJgoqkw+HtX26AaIIX50uqFiQl42x+ajvXMjZ3JcFrZvj6otA+8kYW1zUn520Ry4L7bx43elTKRpcIYfnjcf309r5R1ft+81aTk89HqKnF3jwqk3O4aTs9YJvNcOKI7OuYwWbioztWtUX8GPmkZTHo4yYU4qnUV7av5bI2ZKFIKDX6hPufwkXxhDuhUsaprtPdb3eNmWw8AZ3Oxbx7Oz40McP2wz8m8MFfjv/9uz+JGcN7e2pQwaz0JsDCcIpsPQXQbjBNwmHBxQaPhkOPZubeIUEbSrGgGF9QEHchWOWCmwcu2B6JkjlRrCYEOExly/2p+eAfSLKs05ypNCSQAgPRkgQd/5Wuvr3pDUyovFEuqWn2x3ljKZGUuD/38gri3jy4uyafn5EM9yXDOAPgFqbW7+P4wVtIz0zTYNdBiYAIwAUYb8U2gmReWKdhbh5eeKy9Gk3JwM4Zz5vrGlG5tcnOLCBs4G6NZcHg8CwKIZ6nHFCD6eIaxm2O2MxwettFONpgJBuMUaHcsPv/1xkiuvGb3Cy5dLNjsIZErLDW5BQYzntQBAj2eLBPBs5ic+JZrICIB8t3dnwb4nZPiZdy3z4ZgXLKxixweABBUbWhrTSlg1P2ztlRjX5hRezBvsuHydTodKtXWUrkFMGgA/Du7FI1mwmAQnZzyY/G1evMolV3JFLS5qtrqoXrDwt/+Fi/UFzNlxbl1CqI3klycmkXqJTyZP5bBvcObA7U7SAbZiqUUkfg8kDicMlA0T3gmnqelK1SLFwVT45HsNDBpOD0LQ8cbJYTTM19+PSk15YW6FBLP7Tt1ujrTHM19+dXw6YeTRns+k2dd3am+/LQLthSQMJsXffvFCtrXai8rFKhQUH//gyOR5P/wk/mX362pPDOex6MKIBeGiMmDQJezjclIHmVqM9cvqtv3KsgTjhBuzzF4lPqTKFOfat1Suo+z1dFYpokSFdw9OpKbAPCvD7nVHt/sxk8a0wUFri6mR/6I4G0B64LRNmtz0/1B3qWJ2O5uPjwZbm6Oer3dUmnp8pIE22CwDZYtHKW9vN/Ddajrot/+chlLEX1h+BI0upN9/G6l0WOUGiRQ59/+vtnoz/zjPw4BmaNp5AmjP/9z9+mj+MN3848fpK0Bq9lnd6+4rQGj3iPdveM9fRLBi59+3+yMeI0OE+QbNAWE+OZx/v3ntWyRBmnAE4BhgAW6M+SXGhRbANWuZLmu1BycXj1CR2ZIVLJwRnJ4MTZ8OoQcaXXTh3en2wdodQsMzb4nSf38j5Nkj994OJDpEEOChq+2m2/MxcGWag3pzdzl7an1Q1L7+uLq2WqwchRalMrupvMbVw/61nCt1l4JxYVgs9b30edfoqc2Vn14ceGQzPKQNaj0p1cPL1kbh2SQeCINzc2P230beycSjggtrwvnZAyugEqaBXAmrKxJYWNzidMkxGKTmSwKh0sXCJk8AZnOJsDGFpHkWtquQeKPb1v9in0DIZIWVjtKcI14Um0ad7BtDhZBnSFt56syT5hY7jLhKlt9uNJItSNP5HnVNjgwSjTGg0xfKPLTeTru0+jBdVfefd7KlniBCBl84ZdfjGD502WmwYb8SSKQYzwjBWQDU1ysLcIGfJ2vqL/86HP5+BDzug1ktLDxc0IF2j2Y+Pi9LVfXtAeHmhVEZaLdQyJg3dXD3rc/ngJXFqrc+5eN13d6n4+zuYHODAy5FA4Z2ewyUCXDBcUXFK9v4bWO9eYxYRoZzTx4s97e7F1vAopGM7hSfnuk/uYn/be/6IcPGvxIPMUwmFH3auP+5fTdJ9vdo7Fc2wJfD18C4BxPz3/64tk7nAIGf3p/WWrMw2hPl1mlJl48bXaNgxmFgwVrmyoxfNEZk4MALgFUD443lZfHMqJCTdXsL0Pgf22UDGYaArB3q+pcz8fys3dPmnCc0BvJ6m1RMEoY3qjuX1fqHXEyx0oXON7ILGh6e6SBaHUFiXAIyZQoGMKlgGNxYTojDQa5RjPpWA96is7PKWcXTJBmENndfeLqGoLdtjpZEIYgoLCBXQMfky7MwyWAfQOB/vo0LhAVFqsr4TguMALIvL0zs75B3Ngk6damdvfIR8eM9c3xja3x03OqLyhNpNWBsNRiZwEsR5Pzp8apg1Ncddbh4QaDsuNTEmyp/HKqtOqNyyxegcnLv3BwD86pO8czQCEIhOb6VTZ4mE8WOIEY50A/Nr+A4A+D1VpaQ83hkiNAtHiIYFqZfJTMqvwhZqs7P7pdqLY44cSY1YWiaeLrx4NydSmZUsFRXZhnzy7JF0a2y724vESWSSe0GsrmJmNvn6E/ZTjcgmJtCS5tPLXgCQjhgD0h2p/+GjgxTvSGx7sHYzsHKJwQl5uLvWvd/es+MCaIMiS680u20y03WXiXFqrVPQPBb3Si+/c6oFEI46vnxdGjBuJ28xA5g2N//KtzcKfDjTnKNJBF4OtMlfHWj5zVGcj/838N/fGPs0JtNleeSecpbu80RFEswS6W8eodkOm7+918URyNs24fN8GHwjCFUISou323lKqQgJS//LYJKJ2psOFNoAlfjBhKzUB6AMSwh/DU4EJvvP0403uZrd8QM83JSGEslB3/87+b4kWKGXdd2ginOZAOTy9nDRezLq8gmVn0h8XnJjIk8E53ZzA8uDTO3D+cBYPCTFoN7CMSokH/sFDQ5AtyyCg//WL+t/8IlmtCSDCFCrMznLt9Ut6/KD99vxrLoOsnwV/+dR/U9uc/dB++UzUHkA7R8I5//078+SdNuTWdzKP+tahQpYLOfviy/O7zAvzX3evc6F4wuJmrdtilOr3SZhVrtGyJ0u6L33+zAahisqFUjjy6UySyU92R6MO3K94Yevi8Yw2TDszo2Dp+Yp2KFuZjRYV2Gy9ms/iomarmj3/LhJIiZ4BhsCBvkhyqkQvXMtkauvDNMaVo62w6Uddc+KiabXy7Y/dsZsdAWtlFe2cEkxs/MwEk3NdPVduL4HYtLhIE8/07w//23xpCFXLFBLtnUzwVOjSRds8Jc2q0rScdnjNJdERmghVjr21zVFqyZJ4AyjW/wJogoPEptHOwxBYQeHNEAgnxRUw2h0ajz3C4DBabOkMe44komztLh2cbVC7iydHCKslgFcXziyDQvggtX56rtFS+GD2eF3RvdIWGzObD0eGNUnr3Sn9qwhWe7t1uFGpLO4djKxvI4Rb5fOJTw7TDQbG7iKWa5PnDzvB26fe/OuttJXzV+2//X5be6zm1LUv3nLLIYgSSAAmElRASssgiQIDw3nvvER4ECCHvtrbfZ599XObJrMzKvFVZ5lbfqojqvh3R0f3Sb/3QL/3Urx3R/0aPpdMRK4i12QLWmmvOb/y+teYcQwGh+uvvdICTyTLel8TpbQPF+iqcqT9KCycZniD14UVTqIhg6IEiHBwNbO3A187+lqoMIO5/+M9y6pR/dDzE5mGJLEAlIa5j86kuV64e1ioNJtgsn5/s989lM2vX10aBAIGdVWkm948QgLZUifEQoG44zhOuYY9hsTRDlzu5ykKqOBPOYAUQmr0lkOZwGqugZvOOGu24WIZpc09Vz3aSWSGw9utsPKE3wIb93q0CPLTTza02ZInMss4y7I8RLx/EeusQfEpj6jc6+kGay21m50akt/WDWmnNOOyhmW8qmedG0wt2L8nhI9q9kybncPNC9PRRki7REwXwrwzgsGpzIZUjAygoMTcz/Omr7Jc/GhudRXdgDAwNBNHXWSJr3Vuxwz8BnJdMsWr1DfDHkSgjl1/yemdBoP0BFpeH4NKo1GRsJox4QHlCBrF2eTlAqIHoApwaeLXtfazKQaUJ8MQFuwDuFoBab5lw++fhz+Csd/YHNrcxdgZ1FiyjtfUhk5kNwW9RgDk/8V6/y8uCoAXyBQEsnhLJFCNGO1mlH4UwAM3ldi+odSDcc8nclto0c6AcPVRNQP9fXEewbe4Pbe7hUKlDqPVmsNpu3sFoGsvBv3OApdIHdgZP9+lnJYyW1V10frftjVCrZ1uNtuj2YfvqbgVGcr1DLdanmhfzn77J3T5ypbYBH8RmDlqw6TXhiJgxj/hc/Bx1aHYa8Xj9ShXNG+AbrVPr25jmQugORBkbu9gypEiSlc6vSo9xLi/ztCKGHlOqr1dbaxAzINoo1USISzb7stXG0xtpENnkr6lpwXbBZT46QSY3guhq9fZjGb/8w/H8TPd2G0IO6LIvPpipUCodhieK1eDIlcgfv+5dPfDAaQIqlutzAKSRKC2bZ1Ybi8Uyt9YQNM6Ebu+EVo9iKbrTO17rCE/rvGCSCGEfkLl2MVfrMqodfjSD1TSzuLASBNBrwb7ZfEMGN4oWByqX46UertAZLvcma1fT5S717IbjDA8asBwUXKtvdE8ODTW3udMPbshkpQcjy3AhQazhyoUjnFicD9tf/poPh9k//xS1WWfdrvmAn12v74JNc3kmg+Gpco2Tzs0CREBnBS57fUhFfvm0DkR898L5898UF3fUd98JQHZfPq24Auj9dxvw+uWnzVRh+Px6oVSnJrNEIJE3H7axZcqXjEpzJpmbaHY5zS6v3uGUm/O/TeZvdni9m9Vidd4XwkFztbCFmuhVoxnB5KTFP+6K0wJZji1MXT9Esxx0cILad1Kjh2Lx0RxBevf+WGMehUALUNO4XAoW8UdWdKgfJrOQOcBhr6Pu08mBBm3J0cYRkhvH9e5phWnsxDoJHzd56GYHhsy1zgoEwiMllrfv6kkaPcWYXR+Y2FSgbRVWmV5mQIub6OhkVGedk2upCu3cvnxmT0K3OLdV+qVxIkKDiMUlClbnlkXzg6NoX7rEXaL2D6HhETQyhijTk7M0PJ44QCAP0eZJ1AWCYINK4/aNk9E0E4v6BvtkPLvQu9uPZpkWH8HswkdyC7kq3+onKnT9OsdorbsczE7HczxXiG2yMfVW7ub2+OERRbiCtrf7vL4Ff3C+WFntXABsTiXSzGyJb7CNwIgDGL953lNbkDWA8s0Zs2uw3BR6QlOA0rX2OpDK83v9aXVDY5jUm6dAAW0uWqcnr7V27R6sMtmH77XJ/AJXgM1ySWd3ak1pKDofT9MeXvZ6d6v5Ei0YIYTCsy4XRaclaLT4eGL5tLLlh5DpmgD8t3nHrJ7RWlsUiFGxhVd+EkgbjKlCg54sTXpiKFvF7i0AOGdKC1jeUWy2wxyMWZ15DMIGOH0YngBzCvUI6HIwxsqcLqv1GJ9F4+vJ7KovPAfgXG0LbR7ia/IKEray9261cyPsXK8bbMPYjIAABdQZRnqqwItlWK7A1GsOQiy7U7IwX2nz3GHMMVfa7HCa0Ghzc0VqPI0HG1eq0T98Ofr4VVGqc+Jpqj9M/C3bBmA7nBEINDaLIzpXLAHWcKOx+UyW73KTFapBs2UKS/dqpihOCGub6OAIByoZCAtyp1tHxwPyk0GtaeK3/DAAy+mCAFQRTgQ02uYm2z0zDs8cxEhQMBDoA8nYwSEeNBou9O7euMu9bHfyROto7wAHXw4EbTDPSGQ42IkmROBO1ncwaQXKjCZWksl1s5Wh1k4breAt5vYVEwfKyX3l5CrAyg4CfN45GkXdx/nGFTWUwdZ0gA3JFLHJ564AcVeG1fT8x3+3guJY/eiXv9eBskTSs7/VhYLBnK+Mn/Wmz2+o57f0x/cig6Xv9lGysYewYo7R+QUuOi0d0WhoioC4C+QNEZ3PG2YwsTzR4C9Ea2hnp29xEZUrOxBt7C7CWWfb5iBLZUOn5YP6mSyVE4HxB61X6YYg1MOp7uxOWCwC0Gi1dkZvJpqd4yDEYJ1eK2XQQCmSRbIjMHigQP74OAj3j3+wFRv8VIkCBB3NjbdvuPn6dO9RAEfeuWJmiiOJ3GD3mg2I4fbig6GZfHGh2uDA1mgtgfbZnMPHSuCRiUicDupQqHEjGTKYrKvnNXhNngKN7kFPhYi6K8HmRwPmq41DMjXS2FG6Ptq4JabqKFJE5QtS94kH6pyuzMRPpzcPkdU7dtpY3NxHAhGyuThwLY+VJJuDBTINXKMxEFxuWiDEqNa3W52Dv/u7VCy6+HBvlEmHctnNXHYtleKlM6xYgpY7Zdaa2GSAQARXbsxGkjinHzW79HxlslCd+PC96PYNC1D68p798Fb46fv9VH68UIVBMgrI/PRuHct6mpluthef3u72blagr0cSk0Yryhbn6+dYenLAFrC3MJxOq6x4ZqbW4gVjwA794NPLDRpwdLFKs3lx6YpAZSUwl9DaHjJ5p7ZBZ2XotLPN30AbB/08EZLrB1lL2PIHX3AslsF7kjhDoJ8lQjL9pNJMcsU4AN2g7FrnqESLDG5iJM/zJOgWP8Udm/cneZGUYHUbe5SfrdDtvrFDJcrXuWIFaj+vn3iRWIOcaXKsQte5B6TQ+OaxzCl4851YasvmEVhsy6GY1GBZnqah7X0qgYxl5JGrVmfm0SxjgEwdlCk3J4jYnYH//370FOz3kWdHKXOjnBX8DAuRaIixhE2XVhmG4RQiqXmrf8rkIx6okNIynCjyrUGyWIZUltFSeyOQZueqe2u7uJWNEV/kSCjCc5cGxTuTMIZ1RsrKOgL894boDu90sbYO3hHgUakfOLsUg0nFCv1E+pPlKa0FgcQAVv9WkDuUoGdOBUAkwKrgOOFLNnZQMrfY7G5VW6s3zwe92/XTCsfmIOULm9++xa+u1ZWq8I9/dsaSU9i6jApgB69aWzk9XUmlBNEY7+ZOcVpbCcRmXMFJGEGw+eN4AJp4jvqaw57XuBBkq7OZylS+MRXJ4eoXLIsHZUoMENnXVXY8+LhgDaud6gnNWJxEYHCZqu9Ej7O6SPC/ZgfhSNGHzdXTTAONxVLLsTQ3FGfqzOPwB3DK7tBEujTrj2MVWoFsIikmgDNW6Tg8m8hxQKB9kRk460SOCQTt8I+DOoNXBoda7/IKdUalzoZ+WyjPnl9xLu8ENw/r4BUSGVqxyg3HsTKDoQQ1GKeBO8Hm8xU5wF65PBc4OhyhxuIMh5NwDNfuZCAYZhqMBKBgrYEEjt/pnS+Ut0s18Ws6U5rGOA5bobJ+da8q1bfCCRacBbz+VoARBFpnnDqSj2zv9sFpKlQU8S5ubQP2Z2OJbV9g+UAy6nBj7Gx3MYC69iX9v63cOVaNrYkRaDR45VhytVDY9QUEeiNdY6Aa7Ezx0ei2ZORARdg+womlI9ITokSJR63buYtHTveBB1cCzj9bZrav1j79qIR/nt+zPvy0fnY7/fhZ8Pb7bevrfd7OlaB3i5W4Thf7Gxf43sN0937m5g3XG8Zd3W97IqPt69VsmS1TIQhHq6IB2RF3dXlmjtY/MYFoc1hRiXhiUSrrl8lGZLIx6FV644TbR0pmFhSKPvE2ymTEkdia3jS9vYeBPLgMiGOgXDt7I6oT+rFiel+CuQyge3A9YAxBkS/uReHMZK5GBV6WalDzkvPue8m//Ee6dbkOXc3iQ64Iep10jBVPunsjaPXo8ewAEDTomi80otH2ebzkeGo6V5wFA9Xq8iuNBeAOh3PSH5ptd3cAZ6yekUpr8fpZDD0VLnz6lN3qiSHmQ5jdPcRSI2LlKlToSIX0LpRtjlevCKDO4QKqXc7WL9nR/JQtMFg9FwCLgdM/v92VqfvYi8jjF/KXEAxgsFoqDQmuusUxHY6ywIuotcPhKLNS2SwU1owGUiq5ojgeKeQ3zs8PQKBlx8jlHfvDn2x/+qut3lrIFsFvYimJAaJz5QlfBHVv5t99t1LvUE6rU//4r87XQrfqrT30w++kwNqfvh5BEMrkGGAXzi82ihXwX9NgGhRq7KFNMo/V1ACPaXaOwkj2BknHJ1hWoEiS1Oxwmx02qHk8TYTxD7Rl8c6AvLKW0fo+OtL27yqR3NwfyvP46+hIMwXeS2XGJtLWzlaS6Sl3AHljA6E8CcsXcSbW2aeq54f7Ciy5YLLKNvqGHZGpdI0fzDIsAaI7NhfJ8zVWvMowCKNUb0eXj1v2AM7qGzL6+y8/boFAq7woUqN6MpOOyEgwMQUHfPOgDcYEdg8znd9NpA9PNMzV9UHeMgrG9vektDECWuANk+kg5WvCdSphGq1sTi6JcNN0NE7Akl7SF0Z5gtmNffbiBp63PrRxMLGnmBBLEZY8Uz8AMRhOB4LHlhSt7CKzj3xiHduQYFX18g2xykR2BldnGIjOQlaXmMbEdkgUtL0zGIoKtEYiOMtochFY2OqiiLbQiWFQeoIyZT6Djy4edirnHN1rOmZ/bArL24fdW6PYPHijbRKGAJCd1ohXG8aCMeb9iwIMIkAlEOWHr5IjBQLD6vHONZqSxyfD7f1hJA7hEKt7+eGz4vsfDXf30t6l5OVF/+Wro3OxCxL2WuGIavcPgvDla3PpEjVVpJ1dCmHwRjIkqw8lTonNS1b1fD6SxYfTU53rrUJVACxyoh/OV5aD8VmHD6/UY0+t1MYBeKfUEIUS86Cz3ZvDq3tFpS5NpnfP2pqX996X987bR12+tBVN8WCMeMIEIKpwmnjWA7e3DuoMZO2LUAGiQaxh80ex+cjYraTApMWNMzkHTkyYQFc7nEqbky1gK7bTBeL1w6sQ1YBwgS1AsjmhGKXZ3QBABLsGSg3kXj4T5ArsQpGbSM35g1O+AAlozGjBaQ1D9bMtg2kccDieWcSmM3so6cISGItKU9y7VSSyS7E0//M393c/esG+wD/BGUSSbFBnT4DhC3JAeY9VWBIuQGCDib5/OLKzN+Ty8ItlKVgHnXEG9DcUXbQ56XLViFQx/NtdqYOjAZNj5sSAh5HuD/HT6c1QROR0w58takzMVfHQyvbgnoKwKxvfOx491hEUeiKqXjDK53MAmN17QfWcBT7i8cPe7/9q+I//JfzwaTlbH61dkj7/bvvymQdDq9FjX9zxwSw/vGO3rvCXT+T797SHj4z331ZP6+BQpm5eVs+u2Jky9bTOwTKK6Ug7O4TNTcL+/tTSMqLOYzUdrm4P2909kBuPe0GjngDFgUaUK9CxHInFyGZ7rVO1N8RbwgqdAJlClMaWkMpwEJbBj2xgxdZwjQs+CK433hcvTJ5dcXdkMPKHnj9vn99z333bql8w339VJ/JzxbP5WGEsUcLdfxR0H7hYVe/3q63ePIBkIjfiDfVj4VTVF41hJRAzBXLzfKF7zcdKoGapEHWTaV6zLQYremJE6SKzcgboQcUSCwRmwevB4LG48IBC+1JsFTh2o8OJQtnRYmeq0pvKnY1WL8kXz/xMla4wIEdwQqZBOhsuXVw8MQ0o9cORpIjNw0avSk2Biy1XjmP1kHxU+NG7x+OtHWSxT8QTrHCYoVLhUkmhXDacTCxDGAOzBjiQSNEub9ZLtXlfaKjSpGP1yF/zfEIEKtanLm7Zn38QZ0uTtdY8OJ7vflDGUoRWlwvw+/xOXK4z683lTJabzvASSbbbM+Xxktweilo3JDsZdPppriBVoRuUa/otbpLeMr6Bpe4b9wQmfWGsZuPT25375+1CiQUDUqHHzwM+QxzVDArh0vhJydripgyJ5UMWP3sL3I8BJztBF1ebiTjehmW+xhlsCPTFHSR/+N5m88wYbMSlNdR52ArmiN4kKZKn2yMEnWvEGqJ4E0yVaRQw0+od1FjR06ddf3LMGx+LlWcitWldGHlOiZ48QWZCvsRE85zvCxEuLo+CUY7ROhUI80KRVYmMwOEjnhCFEltb+2N0NvJFd1VGnsogAJkem0JqM11pnFla66ctoMXVscVVImeJuLpDl+nZEi1NY2NKNHjuKgJriNW4S7GlugFraOZA08fbRNvHaEeJ9tXIm2RH8pv8NWxZ+ewC4gpHxEez+BnYQcsipDVRqq19X4QJDRtOcpW6MbOTvH2IhWrwqakiV7CBXr5oWtdrJ2aUKMyGU5R0EasJ+VsqS1ANEBGrcyaZEySyWE4faD1QVXekL1Ml3r5ZuboTvbw9eXjQNOoHNzfKz181N/db7z7Kn16OQJ2//WS8uj7oXuxd3xw1WpvpHBcQ9bTOP7/ZAntUbLLv3u7AZvEM1LtLoNEA1K7QaKG+0Owtl844ANe3bw67N/uAxkBL0NW9YfLV4x68b3Bgx29yDrV6W5f3klp7Hbg+W+Jf3MiSmU2ZnAxE5fYI/UFhKCpMpNdCMa5cjSUVydfm4eO9u/32JWZDw0mGzYNlmoXuBP8EMAenAogAIcoXJQFxQ9AKJvGF+nzpDFtV6/bhEtnJyzteu8fKnlJSeVqmwIylqG7/5PWj5Px6B46hcb4OEg/U3zgTFssg0DTgD7sLF46RX/+SkM6x1bq+1+rgq9Ag7iAJWltvxWrgXtwcAztnTlee31l6NypPcA50OVtchVfoV1hOxNgSFnEN05hA22gg1nLlJGyp7FazrYQzdfsWwvFFCMZOL12tnwDHb3HMAjXvHCB/lOvwMpweRjCylEisQeOYzGyVZu5IQeUsY7UZ945JINA7sqHXLJvT6PRswervd4YGSi1MpnuPAhDZ8zv+11+xdcmlDrYi4/f/oPjpz4rOLa/cpmMTbD/ynj8tnF3hmleD7ZvR9t3E1TO9fcV0h7CnZ8UWOVEcf/ggNrsGQcjiKdECG+OIrV0E6vbxm/rDdzK9Ge3vI7+PJRKhd+91gHI7e0ijQXr9uFKJPzwa3z8cBYUCiHZ4KbmyAC6hUovbEGPqDHE7kBwDtb18w4qdDpQ71OIZFYIH7MCb8Ou9Z3bvadETGQdVbV7yLp8Xzx/mv/t1B2JMtkZsdumgX7kyPpYeNVjQ4REymfCFgrBQYuZLM1hq40t2KofVgkqBNYssBEJz2BoBz6jW0gdSBRQATX8gQxCl7b7xUHIGrKjVTQB1BsoOJidrvflqbwbA+fyJ8fBFcPWyHEhSxEdo/xjUeQhg0Ooh6qzjKv2o0UanMbCnwE43NtsGu73ongYbCNh+c3+kMw56A+SHR8WJeqDV2j8+HsykV91uWjSKrXI0mbEcHTAOr+/XAhHciR6l8gQwfWdd5sPLSveaWz2b7V6zjTYsD/Wbd4dWx8Dnr0qdCf3uj4ZAZCyZmc3l+cHgnNM5rddPyuV9RuMkfLneQFRoJnS2aZ1lSqoaOtaMmBwU4D4wrXIlCkanr+43bx4342mSwz0cipCTOf6JiTS3iOQGjCuBJVMVYfeNlCFExya8M8IRbCGxDO3LUf2M5/cPeNwoFOv3hrBKsqUaD06zWFk90Y9CA57fi5JVCmi0Oz6pdQ3q3aOWIFnrmIxkecJN5AqOR3OE2sUcmKHaBccWGdb4kTmBizSo5tjwLnBZFH9+BRdxPhafq9Y3g+F5qWIQ3Cs4zaPjSZ4ARdLrDB6aWUA3b7zO0CZA6+Q0Cmf29E6KPUQ9UuO3JRMnRs7m/gxg9eQsWtrCbcnHPLGVQHpZqhnSmEfjGV4gylCYcCY/WeskbRwh3gbaliO9h+SKsQwuzhwXjZKwVTMyzQJ3tY+3hvYVY8nTjVRhtdbZsXnJGjMmzcea4XiOb/cTtw4RdIzGxVYsyy42V6I5WiQ7A+Kos6FEnuaN4J0BrBgKRIW7Z3Wxtnn7pOndylqXG907UbpMCqT6OjeAisSffq8uVXgOx9SnT84PH8xOD87u7gOZhmEVjc+Uq/zG2er9g+z6dh+sqsk6ZveQAVGBMQs1Xq7Crp8v3zzviSUImLrUxEqGlpvCi9u9UmMFm0x1Jf7wVZ8rCaXKfq1pAugEun25xQXDmqlQvDGcMziMFcCs8EHEf/6jF3bu36gzefH+weThIUWpnFco6WYra3d/GDwEEHQoOQ1OHag8U+RBbwdpBicK6mywjXnDs9htExfe6Sd5w1iq5XhuLprBcjED12crWFrqzsVaIk3JlUiAIC2Ay/pcqc4BfPaHSTbXyNN7JWwQw2ptUe51KmStuQTQHUvOePxj0GnzRUajI4ilZjUGpDVic3JO6zxgL2jwWG7a5h31hen58lq5sV1r7Z5fHher24HoQijOjiS5gNs6EwGkFrQ1GFnWG2k7+wMaPfF15tuUwUypNgA9FfHUSiy1DKAN3O0LMyxOMki8wzt7ohtXqGFAAYRhNU/Suc1UasPu5Bwc4peW+8QHJOifS2tDkpPZPfnElqRfYyX64izwDpRDFTK6UbXLbt1yz26wWwHY5U8Og1LD/vXL8q//oP32B8XNy0a2So5lwWlOX78hldqo3IFPoVwDZarQ7/n5KvHqhV3rkSvdqafP66dNrHEhJG7uIr0VVz5bSp9Ol5qz7et5T6gfSDAc4uq0g/f3ByYz8gcmDAZUOF0+OhoGdVZrqVr9LFxR8B0QDH0RCjip3SMsXGOBtE1p3lC6TzPFzlihSfbE0NNn0bsfNoIZMJsIePm730ucwSG1GV0+Ld++E1Qvpt/9sHb9lpNrTCbzuPTpeLEG4oI3mJHqBLmc9FgMrBMjkSGUG9On1SmHF0EvB6x2OGe9fir0HqMdBxIskWOPZQEHDmUDheqiNzoRy5Fr54twgb0RIgT5eIFQv5rP1PH5M9LlC//+0/Jpi6q3D0Pv3zlCyQIPdiRKlK+K5Goc+IM9yYjyBFtWK1eOgod1+Wfht8y20U5v40SHvv5oNFmG7h+OtVpcNMoOBJhe75zfTwuG6OXKcqsjKlZYlcZCvcWGc3H60NU9uLDRYm0aTMBplQIyHUmMg2ZBsAlFp+C1VF3Il2jxFNnpGbU7iFrt+LF8eAfC3jpSKUftNrpaTdIYZqUnxF3Z0P4xTqHB68zTRhu0wEwwxtKYBiNJcr48b7Ejt280lV7QmceWtxDgZO9ZeflGtXOM9k9QrrWUqHLNoblUdQvkLJSl5Uq0rz/Ia5X5TovdqM90zufj8dHb+w2HE/f2nVa8i6qtjXR5OglRs0R2REZAoN3xaWeMvq9C8cLS8gZ4puFYBn/1xA2kUb5JVdmRKTJiT+M9BZItMQG4bffjSzXG7eMm2NhiRejyUnb3kc4w7g2yAGAP5ThQw0BiUeeYlpxMDk4COIMj3AbsNXonfekZpXlcqiF4oxsKPWuGgabm0SwXcTeQNyEonUu8MUY4xYqmOBCY9S6C0jrqjDI0jqmlbaQwT4byPIhG6/vjq2ICGkEay1IwtQeRyR3nGj1TRhfJ4CJUzjfqPWCXTXdkbnUbqU0jrhDpQIncYWKxufz8SWPxTLpChEKDo7dj5QdzVYYnPGmwD/ij0+BE33ww/tO/VX7/p2i+glVKtXiRP9nfuqX+638ay03iv/yb67uv2npt4+0bYz63ZLX1f/wsbTSWTaZhm2M0lWHAler2tm/v90OxGZdn+lVrKDb31GveNarVPY7dk1QDc9BCCTpgbOdScv9GV6qJ4S8rzc1ifRXgHbP2r9OrQPX8idFsjXR2zSy1ZyNZPCh7urhQaixfPRzZvZPZ4jJ4fMEy2tubFm9TuNy+tXWcRDoRivGBVYsNLnB6qcmrnK1rTaPQ4V0BCkRo0GX46d/S/6v0fTDcvBESRAvs5niWEk4Tc1V672H98mYbunG5MQs+uN6mgUEsVBZ8IWIoRra5cC+fVY/vsEyhyfwCVoowNRNLUvwhrBJrKIqHnWZ78fJuI5IkSY5RNEWBdk6eUk8bzGKTmTidgh8KxOi/zeK4vFOW6zuZgghQGgQaezbonQUidnrnbc55g5mqUJGO5GMS+aA3yLS5aC4f4/xSeXYuA4DLnq6BKOdKK1jiJP9sJMn2R+atLgp8j9VNC8YWswWwMpuhkMBongeBXhENb4gJC/y+9R2C2sKVqIjb0j6zZzrfWENSHdpToniJ9vBlp3I5Hy+NF9uzr/eexgCoI9mJ4hn94mEZxk+7J3j7ebfaJrz/yn7/PaP3MH73lvT4YebsajRf63/5tPL281r1nHj7lv34QXD/Vvj9L8pCZa55vmSyo3KT+embJF2c9ERQsTEezw75g0SAuLOWsNXhb4nR/dO60YzuHvf3D9G+pN9sw9oCoitWw7C1CGbqxIRkGuyZ8vsfdi6emMU2/jXZBRW0eFOCMrXx7iMDXs9u6PHTEeg6rWteKD12936l1ptxh1H7jg4H1rqajaT6M8UJuLS54rTFPmg0jTnsVINpMhCddPhRLIsLp4ZODMhk7wvHGDYHOVcS7Uqw4qQu/wwQmUQ6bjAuAPMCy8Dlxx4r97jVDiddmk0WybH8RKZG8iRQKItr3bLPbhcc4T5g510pOm0If+PoWmfL6iGLdpHVxdw9xInWXx+B7vcdSPt9YezZusHS3+qKZEp0+3jg9U15fRQA/LU11GnLNJqxUIgpP0Zmy0gyjZUsu7pbe363G02NVc/m/vgXQywNbTv58LJ+9SD883+x/uEvlnRuLp6ek8lRpSq02HClyqLBOOQP0SRH/Ts72ASDlRW0tIRk0kmTkXEkJZ0YmBt740vraGMfJ1ESZOopnXHe7V8022egHcIxWio3D8d8JEOlMlhXeiTD0DqGXVFyrbdR7qzHTzlx4JEyRyBGOtfEoQaV2qzeneD7H2UgyrkM4dc/KEpl4tOzUHGCag1WJAYIP1qurTp9g7E8Pluje2OTFv9YsswJppnrB8joxPLBQ1RT6dFf/tl4ekbR2pHRNxyvsJwpijE87svTooVF0EGgoS/f9Ik0y+7EntErVTh/gHWixe9Lcf7I4t5xn9qG3z3us/lZK+IhgGiTW2DzcxwRSjhHl2kH9+SDoeSGwy/aOiAeqqjHhmkwBGrrlNlLlWoG3CEq2AWJAtmDUxKs/gjLn+JsSZAtSCs011d3EYML3o6FmwTiWau0juGH7t6rvXGqL8GALwd8xlIrRJgmx9ThMQyBdejM9sDo3btDZ2j87XdqcFeRDLbKDjQCmPTt58NKmwN9Et5x+gmfvlnBd988AkevARhe3K/VL1iZ6uTlI+vj9+JGayGTnctleW4XRXGMgiHiu/eybldcLgmfnlVgwpwuotWGVWIDT9a7VDw8WwIRrtlOqbexRYxa81CqwAknFlL5RaMNr9KNADbePOgbLWmtKTFYCQrNcLm+d3WnDUY51bOt54+KQGISGK5xyQDbDZesew9QvxOIz8lhhFZ47at9f4RnMDPzp5pYXC5X0DXaOfEelplHbx0yOqA1cM7AJPzi1h52A9MTpjkDM7AF4gyLm3CgwO6cQEC1+nDhDDmUnoItmCIVGqw3n6XnlxvlGqtUo4NGFyrTxfp8NDkjV4FTnLN5x958PLl6kppdeFdw2hmcAhK3OkdNtsFwjBzPYGLdvV6/edjzhQhgOkGpOzcrIP3F5kKlzYZIky5RIYRojKMAv82OBKI7yHEgzANbqTGS3AFWOL3qCS8p9dM7R6O70rHjExK4fBBoLMl4hH15ewKfgp3T6gaofLmxmcwteoLUeIb721Lv5vlu+lR0Wts5rYghXFltszojRWegaQ2MLfEEENuulGTx8BW6qV05coZnWrc7aEOOJEZUuFjofVzJtEmVG3rnackTH+o+8ju3vEByBMildyeMpPBmW9/FtbBcG+tdEfMl1GiPdi6IN/f0z1+F8RQq1sYfXrg3jwsX18x3n8U3D+vpHC2RngG4e/Nh/cffyz583Yzn+krNsR9/3Q4nUKPF6F0J62fz8TTOH0Z2rMYHNglBpkJgOsBDQZROFgkQomtdxt27tesXwf1Hwd0H3ttvonyDCEp9/SxWGtBPfzqBngqinK5M1HtzydLksRbT2VqH1rvnQg9+/iT46Y977gh6+sANxFGqMPztdwfwc9Ek/vxy0+GeisWXwGqd3/E9cfT22zrweKZK19r6eg8SvW0ykVlZ30K54uaGGK1tIg4PlcsmgWDQYmNCb/aECWAUKufUWGHUGxsKpSegxWDwXDyswPvh3EQgNW5y9+8do0hhJpSbsYcmzb4JnR1TColyIhAXHSnGhSKkUpP9Ib5MNbAjQYEIlqVhT4Ka7Q2IH3t76O1by94u+vjBm8uuGwwT1do6EDSMN5tzsHez6vT3gRzHsmO//Omkc82BA4A42rzkOXz9ty+7dtek3jKhUg9vi5HdQfUH2Ds7fScaCnUOJI9BmkHsRTRBQhc3Ppdve22LwFkeoS4g3ipuY5/EWkJgu+QqZjC2F4guC1bRh48OLh/F4+xf/xAyGHHnXehn5GM1imcop1VmucHuXm1aHeNLIvTLn60Aes4gKp0R337a/uWPqscX4efvd7qXnKe3q//13+2+CGqeM9w+3NOzAkJ1KEJ2+cbhxCVylC9xV9aR1QnDeCJVpIETArpRGpHJha5ftm2hkQMQ997eCjCymxArCu0hljvCN3loJhfV5V/Q6LFOL5UTVWrKlnhArZ91B3id22NfcuHwZARLEr2MDpU0q0ekt3OsLrpEMaDUTQBlw3gLRFYNlnnwfPHsSrG+FUktyk6GD+R9gJzRNCOUnAGqhQ6WzmFLKtzemUSWb7TgVLohzWvdFp1+EmQud7pYba2BDUrkWHfP6iMl9oyoe631+HmvNdjI8KlAHIR4BAJ87ZxbOuM4/KNKPZbxPFucLzcWAAybF8xGG7CdGE1Nda/E513Z45OpdSGJpbGipT//nfPjD4pUgdI6F+SLC6clHnQJj5cslSGHa7x3uefzz56fH4RC8x4P9fJSHgjQoQPEElybjZ4r7GPzK5Krok0UTrCwsn6WkUxhHSv55ph9za1M+uUP8ae3VpkSB32mUt37/vvYy4sTmEmq7Le5ybEMK5Se8ScIlc6SMzqpdw+EsnPuCOO0uW0J4J+/aq0+2sIi8oZFdu/S+h6KZRYDCdqOFBVqXL2tH3AnkeUplMNHx0MKLU5jxUbE82ezWIoiObY1gHdGCCorcidG4uUpMFXpOr1ysVTpruSq3Fh2tnMpal0sJ7Kz3iCWB8IfnYXWtnsJ7evdzz/ae0+KUJpn8VLtfoYnwoFxBPQaTcxZ3CP+MDmR42CpFg04ixsHPF5ssk2uvlCSHE5hcTFXWcBqxZaE8QwvmlyMJlaC4RW7m6s1M0Q7wxsHYwLxoMq6cGxibhwBfMwwltDeUT+EOr2Z2LmUfvreUWlu1VrYLOF0AauABb7TG8JMSSyD1WFpnK9DgwNcu/w0oDE4EqONqDEQgPxAWxQaIpYqzsvQmCa0lpFgcqZ6LsDW3RrCff4SPn9FO72art3RK5fMYG6iesGwBZHNg5J5ciw16fINBCOEQpF6dU37+JF11p5od4hnZ6Rul/rli6hUGcsWBrq92UoNn82Ntbvcs9ZiKjWfyzNgQL58WH18EVw/sCJJVDkb//M/yrrXVJcPJTIjqdxopgCufCxT7M+VBy9uGfCL5RYrX5/2xlG2Pta8nm1eMa7eLD1/t3rzjlO5mARnV2hSPnw7/r/+76//6/9+8U//4es9cRuX88UWNosOtmgG171lty4ZoM61NrnSInz382YwAQLNLzUnmt0ZfxQEZeT+ectsH+ILsHUxmSLvu98fXb5l/et/d8KJx0uzEg1qXm964/S1LbS1g+xu+s4BkivHlSfT0Yj8RMXf2cXvHvSrjX2BxEQoM2T2YpUBYMhFMqR6b7F9LUycUl3hMV8cD/3YFgDPPulJ4EGgbQGS0UPZPR7cPoJewlFqyOLdQa2e6g8uYxkLLeP+MAkivN09nsrynM5pp3M2lRRq1JOP97ZggBMMMuqN9VJZACzsD03eP28H46Mvn7cj6ZFGdy5TmQKBzlRmEoXpYJJYPhNYXVMHUmxpg940vbc3dCwnHUnJEK7XtsdVeq5ohwgb0J/eunKkBHaenucML22QJWruHL8fNHprf2p4DCm1C8cnU3tHg7/8kpFKcXbbrN8/t7uHLq939SbkD488vd3u3SzXzpgXV6JMlpvNs95/2QunUOsK//KF9+7L5tO79WKd2L1h5kqk3/9J/fs/y0IJrHphOD7x2zz0RnNNIMSW19/eH/oCJLN18P5pT2tC4GaMTnT1tOEOj0Cc80TIkTzj/Q9WR3hOsIUcIVY4IzrSkA5PCNvSkX3FBCC/9JjEYCKpbGaBhSUV2hTjDPa5HRnmFNW2GbOXqzAwdqSUjV2iQDRYbSraXZXRAnaKLpVjS8u+/hD/6XcJsAul+ka1uQcisn/Uly+vgWteWkM257DBjOJJusk86g9QP34yv32nfniUl8sbPh89mWK2u6JmWwiv3d5m7pR3rBxQ6wgyxcSWuH99E62sYQ9jQCAe38vLLXYsT4wXSCDT0HMCcXKpCeLOPDvnQ8t0rpi9Wz40KUDixfX2X/6a/4d/qH38zl2sbTY6ux++mq+fDtwhfDI9HwzNmK3DYI8Ak8EqGU0jV9eSw0P0mzrbbJR4nG+3T2u1o6fFLZOJCgYoElvbOxy4fzbF0vyrhyOlrv/dR69wFe3sI09gARgQTHooxo0kliLRxVhMmExifhy4G1x/obytNROkJ9hDzkSJ7YqSLMEJX4p+bJjU2imli7WLl0OFaWRHPlBqyY2uOc4KiuZZsTzd4ARymrV5Jk70wwDjBuPUxjYCK7mv6ktVRM7I/JF2AFxXoS0w+gc1LuTLjmVbs4Xz+XKPX79eP22L4Ht8UVI6Px+KUWyusdclLVhdq3RRYPdRcpWVWncvlhfoHNNSLVYAZF8+qtJNAQgDgSm0CP4YztfmnIfAkyqwgALheAACYll66pQZTFBCyelcGavdFUlygXD9oSW7i6/RMw8Vs1uHpDUJkbc5LDWxJUbmimRCfDJN5aEDxQjELfAZ0FsubqShOBOoOZVfAnUGiQ/F2SDEvgg1nKSli8xiYxEiRCi+gC1qD8/CUUFTKLVDWtOERN6vMUzaXLMWJwnipcU1ljplnN9soHyP4y3gNV7kzg40HuaLl7P+7EgoT8g3sHLuRjvKV2hWJygUKlbn4yms0MbHL6xaY7haG63VJptN4odPwlaHfHFJfX6/eHZOzRXxlzfLd/fb3d724xvJ45v128fFZod2fc+pNPGtC8rf/03+5sPi5S0LkOr53eqHLxtfftjo3c7lSrhifSqVn66d8zIVii/Rl6sT2rdMAPnu/eLFI+/x0+rjZ8F3v+6BtwIzcv0o9Uenf/w7deOSnquTgHxB1i8elhL5sUaXXm3Pdm7msqVRkImf/+4gV8H17ufr51g5qHyZCECXPZ1RatCn74z/9u+VT9+M2So5mEF3H1fjRXwkNwX28/6TFCyGQIQVHDDZCdCIgD9SOZ5OR0wmWhZi402lH/DFJr3RUb0dmRwj4eScK0RIlJipEtPsG5MbkMGNC2ao8I7FP24P4S0Boj00a/HN7cpHRDuDSh1VqiBIpOMaHc3u5Lh9C7E0jAqqSosyeY7LS4ExX6/vymT9mfRq60waDnGr1Y1qTZTOsCq1RV8Q371cdfjQ7ZuVSosGkSmWnwCKx5KHOQfA8jv9ZJMNFAphxJTYWFpEK1i2e9aioG99G89a7OeLRsbJiL8ytLI5njpVXj5GltYmT8xrapNQruXINYx9+fS6eILFh3G7BALt8y3u7w9Wyrsu1wzAmtM9cVpm3D1tfvhyGEmMe4ODmcKM04UHun96t1lp4b/9YeXbr6Lza8ZpdSoYR2cXtAMZAoF++SS6eeK8+7wFngya0WgazuY4Hh/BaO5/81b+4dPJ7/5g//BZ/pe/eR/f7mfLzGyF441Sgkm6Lzq3tof2jwd1NsqOtC+cWXeFBaDU/HW0sIyW1pHGNM9bAnWmzFKR27O6vjHo8a9qLVQQdxDoYyPhxELfkkywhWhtZ1xn4ZhsjKERtHfYBwLd7qq//zEBysXmoUxBhNWotpA7F8rzngpsrNU9Gc1QNTpkc4wWS8tuDyUSYd7cHMfiDNDEbHYJ3gmGKcCz6dxcKksH6fT4KXsHKBRdVOtI4JOOVRNH8uFDOQIV+PPf/E8fD4pn81iCizRWhKl8tvT0QX7WWXl82bl9Ep5fsW4el6/uVhodXr0l/Ns/lf/hHyvvPjlyJay49Vl3L1PkqAwIK+kQmtFo+2CLxee0un7Q6ObZZjS6gE2ZTy/F49xkkg/xo14XF0ub9fpRICwAkarUD04rW6D1oQRda8b96S+ne4dDGj2xXN8D1+j2M10+xllHzmIjg4GSze9Z7PNAeSrtRDIvShXWdo/QlgRZ/RSlaUBhHjD7SRuHaOsIxSu8xq0YBBrLjVU/CCSFm4fIFiDbfOPeGMlgH3T4iKBB0C29voUlIYLAKdPjbt8b1g+x+/sHanT5VqJ2IHNwMFSYKnRYlcvF2tVaubsWLy65IjTwMbEU3ewcVxuHgOVhMzoI7hAtmFiI5RdBnd2RBaObprNTT8zUYy25WJWWa4f+CNPsIIB01s7246l1u4txfn0AWm/3jUdS9Hh2IVXgxLMMkEV3APwWHU7f4+e4vXyTlaNQze0ckcVH0wLxBH0J7arp+7o5wf7o9vHUDBet7WIZtEGgAbqzxWWTYwI0+nXqNzucAC3G7j57QjNYutEUVnM2X1l6LfTK9IanjfbxYw2mIa/lDiiA1fDTLv+sOzgNh9Tsbjy8k6FIbdaVHZdakDPdd/VpOdkgKizIm5pIlakqI7K5B7JFaig2Ho6PletzxepU6xx//zQdjaN0FrU7UyDND0/sYm08WxxudCiRxIDVgRIpYrYwB5SBFXG4X2115wulqfeft95+FF3ezX/9abN7TesCF99x758FP/7u6B//xfjDLwc3D4t3T+v5MhPLn42VEJ78LdsyltvwetmfGE2XSdka8ebtcvOSVTpjff3Z+vhedn63lCqPxwqjeicKpUfOrtih5GC6OJmvEittSq485o+hv/+butWjFuv4XHmiWMPm0t08rqj1qN5a/ud/SxdKi2DMu/fCdIVw2pyN5CdDGYI3Ph4vzBqcg9gMrTjT4gL0Fh/K+kpVyYl6zmDkMhew4t/yk77X2ZojEJ/1Fnw4yZec9AEFGFyTIAfYkmUV9M7paJ4DfRR6s85JMLjga+fFR+Or2zilbn59uw9EX6WeOVaSjZbZVG4lnlpQqlG+uBwIzXm9tF7vWCJBz8/GcJhdKq13zvcyWbbXT0xn54Fec6d0+OlinXr/VlRt05NFki82dmLEqscqtYNKzSiWDkY6brIwguE18dbo8hJSqxf4S/2iTTxPOGzzbXKEfe7Q1tJav87KXd+dQDhEmkNEKvJExWu7OJlm+t//p7diyUgkuSI9xm1vI6US//LGZrEQHc5Jtw8C9kanJwjFsPrc4cTIu0+HtYYQ4PHdZ/H5DfWnP60+fZpP5AZjmeF4duDhrUBjRN/9KAGafvdlvVibfvN+DyQPwBnC+f3jISBVMkOLxKdK1YXtPfTwsoNlV4hRwyl2IMbyhOa3DxCTj8B5hFLLKiPRHYZAQuGsItE+WtqE0TK0fTB+rKJOzyCff3Nza6RcUR2rKGYXM5jimrzkI+347vH46u4gaxkdHFPyFbl4f8jqmANyfHxjvbo1gCvyh/jAuTcP+mURNr+42VYCYuvNUzDM3nxSWu0jNvt4oSAEKwN86nBMrYrQ/gGEvUGlCpksA3Dw8RRW1MblJpisE2DkD2UD61sISFytn1hew/Jl9+53f/6T5c3nQ+h1Z1f8SpuNld1rCXr3O2/eyb7/6eTx7VqtRe1cci9vhbUWJ19iN5r7Zy0phA2nj/paaWkBTP2+DOn0A2CnQJph613uuT3Y/fdSebXd3nO5KFYryWabMpnwuZwwn18R70DoGtqX9C9wUTq/urmLoik2UM7Te02rKzeYZ1LZNX+Yo1CPRZOCaGLZ7WOfaInivf7d/WG1jgyalS+Lc6Udm5vhCLBlmrETM355Cy2LIfLh1g/QgWp4ZR9Vr7adEfocH2nt07ULmTe2IFFjt5XDabpEgRzeaatzBkxJOIK1sy/G88TYZzcy0HSzj6xxjJQvVg1enCtO8GenokV6orKQKPPCOa49OK+xEnOllXQBq0dltBEtjmmVflyqwumtJJOLavPNOwJMi2fO4KSb3Cy7f9ETWvWHRKCzMiWW8QPa32SdUaimZMf4zqVEqUMG2xh8mycIykgF0dSagLhHdCYSRGuXh+fyLJktPJUaMGVmVTzJEKBJOlqXT+2oZxahpymIcI4MDrI4yeBTX2t0cUCgYQcYHMAZ1Dma4gVjTBBcV4AI8SCSni01l3JlHrixYHwW4oHWPADXEeQ4nmUnsjz4YOZUUKyvnl3sXD/KH9+pkN6P7IlhSwTlu5T3v+xnmmQshWZ8HL4Oy//vGfaGxuotdq5EDieGz6/ot4+zLx/AYoCC9L39sHh1z2j3ZoIxlCuNAh/FMyMOD8Ky5WbpviAlnqZd3orqrYVIYhLE9+2nzfbl3N0Lp9Sc/PLjztP71Ysbzv0b4ZsPoMsUkw1ZHQPhGC19yi2f8bMVmi8+EkyN52vz1Q7/5nnv7u1e/YJz87IG3AG2F87WHZpo32DVCFs3C6Dmlc7c7VsRqHOlNdu75+Zr+Hxl0uJC3/202+phS+yA44DgTiv0p7c7UgW6uRf/P//vLz/9am73hM1zLBtLpbOAKXVpNlOmwk8DGm9jq8iQ3gaDagdAMpPfCIZX5IqpuXnE5WPTQvVW7BbkzgGWydfu5ixvI/Fx/+EJbkOCYB+4QGki2AIM6F4gzeC8pBqCXDuzsTe5JsZrTTzRRh+WYERDX9vo294ZwJ6OurH5yLnCSvv80O9nNJtYVYF374xyOarW1gunfCBNq304lpg9xlYD0fVWTKDPb7iX98uB5Bjgs8OHh9PkLr0mFxbBGGYsC9GRdFqnYYmEuN1dCo8/oDEsSRRzFo9oCI/U5vn940l3ZHmOi1Z3hqfmQOlwh0rCKAlsLPHxrUO4joWfAAZla6ene93zYzh9f4jw5XvVf/733M+/6rtXS95Qf7vH+vy9NJqYtruGrh8E9XPC519YV8/EdHGw2qJUzkiP75Y/fzv4+PUgkhrs3rBA08HOdy7WfvzZVqosKk+wPMgPz/uiDRRNEsDiXNxgi56iGQ7oGhyD2UHf2h1Y3RyJZ6Tp4u7+MW7zYIS9jNV8UFtmj3XTJhefu4wos3DKbDYH5fLynd0xcKnCTWT1zVr80xr7tMnDdkVWJWoy5mD0oHSrwHGl6l4wylPrCA73PIePAmFs/0SLV6qJiwLE4mJpjivNzSMlVgvGZB6128lGA8kIPH4ybLZM/PW/JPTGfodrFKQZmydws16p80Nhmi9Ac7qoW7tY+tBAlAEhE74hnqNf3G+AOt++3ew9CjGNvlwCu31ah3Gx+PxWCtahe83PFomVJr3V5VfPuNWmUKsfs9pmwALb3NMAWd4QzeyclKqQxTp+1toqlYXZHK/dEfsDVJN5/O5eAU4LgkcsxspkFmEnn1/udPaNZvxZ6/BEN1492wHt+PKDK1Nc/Of/lv2f/7cOiBfQPbAzMPLKOkb93gAX4kqhtH98QjrRTZfr8ss7U/VMnspvh5LrqcKh2cU2uuaEYiw0yvUTGwfoSDPGEKJsE2hXCJ1foh7JN8TxwtKxYQh7Tl5fg14EXsRip0Ik9vk4EBfTpc1Aig8Qna2LNI6xeIlrCU6E8vRAluqIEo3eSYObaHBNq61kmRYvUY05/QxPiGVzzxltVI2RLD7ogzCjNlPEkiGJcuJYPyXTEndko1uHo0cngKhcjZ4J9vTg6LcRigOXsLWNkx2TIALtvd5tT2aFWiMRUMbppetMBLjuRgvN4eKAOtvsfLCbR7LZnQMKe6mPNI9wFLQpmzrQUAW7Q7vKKd4aWuAjkGCIc/nKcvqUD2oby7AC0XkQ6EgSNJcfSQJYzIBAB+KURH6u2l4q1NipU0YsS/PHyN4IKVlgNLoi4PdUgVWoCmrtdVDn1sU+mJvq2TY6cSBnYgjA+fKj4O1Pu6WLeUdowBfHG2wjIOpm+5DJjqCXFCpkTwgBE33/y+of/15cqg20L0k//2Hv4YVbb5PBvXaumE/vRM0OO5WfbnZWGm1ROsctVgTtizXoYRY7SuYojTYrV8FuRJ428MX6VCw7EooPlZv0mwcsHxUM7Ep9RWvC5mlCkIHTsPuHTa6+QBxCxczrOzx/jNi5WQHosHr7fFGCKzTa6C0UW9PXL8u1iznYB7gOJgbOeowffpVF0kPwKyo9qrVnq62Z1gXj4oYHauL0DH36Kv8//s/e3/4lCPSXr9BePh0oNCiWnk5kydfPm47AYDRH8MYGuveL8TzZ7EapEqV9LVwSIYi0yewqRH6pHJuabrITAjG6yzcHoKHV070BkXALre0PbEtHt45G1vaH1w+G9hRYQS+tjQZdZ213YH1veOdoSrgxJtzAq7ScnQOc3clWa6n8RcRbRNu7SCYfUGtH0hnhw6M+EGAC+Jy1xDACJUfIH6A43WNm2wCgK5hoAO3e9VquTL16WI1lJkCmIW4pdMgfpQHs0+bR4dEkfK3FukQkouXlAatpZUWA294iM5iIQEYi8bjJLYBDjWQ3srUdX4JPZqBGT6W1zT5+dEPnA+Hr3En5q8gZoLQvtwtVYSq9Ek8s39wot3dQLEX8+J2kdsYOxSZAoEGRrx8WH17WM3l6PEUuVEjZ8uDnXxaev8yc38y8+QhQMNs4p/38hxNQn+41Fzja6kS5IrV7uVFvrlRqi7Bz1ln++OU4ezqbyJCcPnRam7P7xsIpFmcJ2Vzsv/ytUawcz7PQ8DhANJvBxxJG09ho87APoElrnc+W5NQ5BAS9LR7L5mSgzpHY5vrWAIxenZ1oD1GPjQSZjuyOrmjtjOVNtLKFvCFszpPZPvPzr7G//q2eLEjQAACAAElEQVTYaB9d3WklsiGIlIoTgtE8d6zEEsvojFiqYrBT8cS8To+zmCkmI9npoKnVOINh7L/+W94bmMwWaLUmMK/o8c1eucZzuohO94zLTYORDyMtVeCBs4Hx+e1XXa5GvXu3cfUs7Nwu1rrs0tlC6YwDUAIQ3e6KOhfCUo1eqEzDeCnXGadV5sX1jslCcDhp/jDrNb8w97XeEvm3bHmJ5EIwRHV7KKDOsJUrom8/uCCoh8OMt28NP//sbzS26/Wt7793/e7XUKd7AENMbxkPxhhn3T24ptiU4fJiPLO4f4RlQwMP5/QwMvktXxCiFNlondcaqZnC3uWtJRBZ3ToYlp6QgvFNq2tVa+L6YiLQxEPVmNoyLQQc2e+TGcZcMaY/ybP4aAY3GTYj+PfgjNVDPruQxNNCj59lc87LleMGA0WmGAHy1diwqfSV7o7aPlrsrCot/aftlVCOafQSpLrhI82o5GRyVzYOwRi25Q0kPhg4kI4p1GTYVrcRRN8TI1WmnoJwC30AK1wgxws2+la2hvellBMNU6sDjZ4BnwSGQKWmSI4owMWKk0mJfNBkpcKb2L4MpzNSzDaazcECafb6Vp0uIYR5iWR6cxu/sj7G5CHKPAKNlptYKit7ZW/oUENZO+g7kPeBmNY7W6XGSqrAAYEOxmlG+/hvN6OzRWE8w/VFqN7wdDw3BwG42VsGt5QozCYL9NTpXLo4D292rjeDCQpEbpC4ytkKEHQqvxSMclw+BnJEcfZIf7pJaNzNlc9ppy06Vn/EM2x8TUxscYz4wuOAnOXGNGBv+4ry4Sv/7/8mObsgdW9pP/x+//KeDdJ8fsUJRIeypWmnb1ipRxAuIGiY7HhPkOoOkuHITnTI5h3NFqnxAqHWoYWzw7dvVmrdhVwZK/XU6CxaPSPHWJ0CzPscSGHY0DJFjs0zobP2m13YHOQ3HwzVsy1w7kDNANeAt7cv4p//ZKyez6fKk507TrlDTRYJ7kif1gKBhP3lpwMYD+0e0x0AuiecdZl3z6JOjw+QXigxv/2k/Y//Mdm7WQnHx67ul9L5qdc6XmKnbwRQ+liDXEG0dYAcflRqz8byE0+fN9o3GMW//073z//t9PzqCIYKDDxo+mSeG47zIOoCqNqdK2t7E4LtEf7G8NLWiGB7dHFzWLA5LNzGHgEvbw0sLCH+av/67iR3eWiBNyjen97c6dcayAeSCS4PK+y0tYMOJX1WGwUGdiq9bLWSUyne49OxRoeSabpcibQGBAEGRBDOQqZATy/77Z7g6mEtVZhyBwdsvqFQcsYbokuPR4WraGV1UC6nuVxrdDpSKBYM2kXh0ojNtsZYQDozP5o5tPr5Ji9jZQdp7JNSfZ/CPAQ20xObA13W2HDltuD3f3VBT/rlz9a//Zs/kZ0FtN8/RG9e1KflBZBgoOBObwkubrvHefdZHE0NQ2vbXQNO70CxRi41x374O/7zF8r5LeXdFxGYmHKTUmvNQ2t/96P028/K735QgJSDFTCYBpgs8GQLycys9Bi9/yyB63KsRs0ua2MfXT4eHWtG9qVD/ogAQiNYzpf38f+Ppfd8am3r1vwmUYAQklBACUUkEBIICQQCSaCcc845ZxA5h83O++x0wnvCe99wQ9++t2+33e22u7q6y2VX2a52f7f/HY+1j6tWqfbhgKS15pzP+D0zjKE1zADvKyCeWYkWD3l7f2JtC9U6OhBTvYHS7ZmgOaLxFYUSjO3Cth7ni9PzLcmeFc+RgBMn2gIcjXFGb5kD/lJuocHxTrrA15tGwa4CSzY6ysFQJ5WhAyPp5MwWjgnWVVjGCad/2u4Y9/nmohGOyYiPhFmRCH13F3W6y6Uq9fCE3x9ywW5e3EgBpUHHg2EqhFuAKegkvujUt9N6S9CRQhmIfMKrZ/HVi+Xzh5WTG7hWjy6kMFYPj5f7RyJ4K6AWuCAKRlMzQNC5giCTFYBrLlTFYGX8Eeq34ky0SlXkdE0BxcfjC0DK1ar47u7g6kprtY0HQ6TTM/Wnz/7Lq91Mlt1oLr9+56jUhYkcfXUDnd3shBLzP/8pfnqtenxt+Ph9yOElVJrSmwfL8FR/cY0dNskV1hOZVauHuW8lgwIeWGlWN3tzd3qWgmRKonKHFkkrwX7pbWSTm74kx1J+m33zBs+cPTjvidOsgVmjZ8rqw9v8s7EMJ1OSZPIr4Oo8flYmv3pwMG13kRU7ANqTOvtEvLSYrLJzLW6sRG+dyrMNkTMyD47zwEExOJjANPLNGZlqiiPEoFUiR3sGqt0r2NqbW1kf3TVQbT4e/JrZzXGFRBbPomqXIFkbWZaPCZeQUITNRpos88DF2EATYemw5esQdOluL8dkodgcC1Y73WKjBUICu4Pj8YqAaVxukcnA2tkhq7aIG1vE5TWcSDa+soGLlbZCafnG3hRQl8Y4FYgBfDhOr7eAf9NFrNw2sLAHrEBd0OiutgdrlaYkXWRnSqz24fLV49bFg7x5yM5WScUmHZS6dcTDnNOJsNplYUm3z6TdofT3rSbgMyB+oEKL4k6gVG001xr3JlChTYS/N9hRJEbb06FInPQtUxTp5JLz3Q9r5/eU4SXph99UvZO5o3Pq208bw3PWw0v5L392JXMzpSbTE54EE/etRAIbuBLC8poKq0ppdkyAUneG4nqfVR/QHEEEEJGpzEWzU/k6FTRlW4eVlAVygdGyCq7cS4DIE4pTXYEZm2d0fQvs7bzVNSNTYrn8+2cCeAd7ADlD6P7t6u8EfXrPL7XnPFEEAv3ui/r8jg/B9vmt/Phi8fRKcP8se36zVWvRgT3/r/92+6//TfbXP7m//4O52aMenTEB1j5/dVxdb4O5rrbooA5fft5LFcB/TbVPSZ1TyqvP6+4o+viTEUs6+qiOpOZ9kTmzc+xbHrtpmxsP5AuCqFDhFDsk/urEggAxRYgjGeMsYYgHF0eMmEJE4yDBClrbJEBAprGQZHViSYotnYMWAD7v6bA832bLTC4vOjCMa3aRwTBarghfvzWuK9GXHxxbO8jmAsyZOzlfbvcW4Q/vn7YOT5fAf4BGe0MIYvLdsxaevME8ZzAugC4Xi/p0emdri1SrWewW0doq7vg4AL1WphzzxYUGN/nodl+iRLbQpC089v5npzcx8+5HRyA58+qT/vxRduBCH37U2vzo/detRG4yX2Zugx71ICbNtgazf/tP5h9/NW7uoFx5+vGVLJFFpToeEPLxpRKA+uYF65e/k149z9S6Y7/XBzi/wbLo1VoUaItskfDbn3y+4DhW6LYlCISmnW50+6CCCNTsMuweBDHVF8XmLn/6sz+N5XkQXD/Y1zexU6mSVbSjH1GoUboo7hxroulFrgTNUVAqJ2PzMEUGafb6uXCbS99KFYPKay1jpa7MHmII5eDHaYGU2OAkHdhngzGO0zu/vYeMtvFvM4miRnftwDxlc1I31WMuD9vpxgqXHJgnwbFqjchmH0smmS4nmbGATKbJ83MNCN/D0x44ibsn+cmFELQVAn+jzYnF4b5kmRyvf6wsNfjQcz79wXT3Wlbuzl6+EDSOyGcPgufvlO++1779osem7y5kYIHPr9aPz1ZuH9d/+tUGgQqCsfYApbL0YlmYSLF/r5xt98xCLAFXDv/Zaq3qdCgQIPX7ikpFcnq6fXu773bjQZTbnZX+QP7lq//X3xLtzqrHi88VOR8+OUECzm+3Hb7JWIZqdo6AuAwvlJ9+CPnC5FxZBARdKK9e3jiqdbXTy94zkDrH5psXQYuHubCIzX0d2Bmi1RHm4qhADGNTsrM/r9iZ2jWSQKA3NDjxBto2TgD2rmxic9OBND2aYwNcuwJU9R6WyZonQFY7bXhq3NOO+kILywpkdM+ePuj3neODa5U7ju9fKfJtUbYhcUUYoPsguO6QVGtclKtIK+sz0g0cjCDRCtJb2JGkct/KlqyNyzenN3YI8HOhFG1piXoLY109De6KSEXiZWxJX7KMoD80Whqvny+T4eTyqSUxCkclThd3S433B8DurJgtjGBoZUuNHYA0GFhw7evouj3q/j7DZFnc3JlX7ZK0JkbzyJqpbYHvNLgpcJvxHOvNRzuWgDBLCqcI8Ry5e7yczNOqbRGAcO94vdZeyZQ4hRr/6Bxb9Lt53gDpS5UI+fr87wJd6WCHGMGgXz1tXD2qBmerWO7p+AIgfyjKR/B78eIUdJdSZ9rqQ7H85OWd7PRy/dUb1/Xtwdm5ClgJ/CYI9PuvsndfVk6uac3DucE57fRmsd4j56uEcoOarVAzJYY7NLutx+poHFinHV5Kra00WPGlhlxnmjTapwv1pebhyuGltH+BJd60BcBNSxPFeWdw3Bclml047MTXPh4iG4uDHB4yoM2GGqsiaPeOYUibYNtchFZfXu1wLx6lnRPGvh2Grrl1TC228dUe2exB2dp0uoID13P9JEkWxuCqtuZqbTJYxb//15F//x8rL15pmm1+b7AMYvfLHz3tPiORHTk8W7h/lvoCE9EYKRKfqTZpx2fcWAZCAhpezndPCaEsqvTwQ7jfATxH6fXTJvD+3cttYPlEntw5WgknKXsHSKMdV25NHFh5rqBCvjlPZiC2cITJRTQ2psg8CYJuBFF9VYkzOngGG9/sXC7W9O4AWA2ySIIIRLS1PR6O8Xx+mtM9u7WN9AcIfOvhkbzV5VvsGJl+92UfPK/eiOC10WFk8nOnF6vxzEy2RGr12bkyVlgAOykbZ4G4cHloeOzh82H0rvZ6Duh2MumYbo9yYKCeX3nEcqzWVKq2ZA5MYcW284SLVxtPH3c//sEK3WB9G+Xqc+++3/n6R927L6rbZ9BB8ptPm6UqA2gXokK2NPXjH9X3rxbff1brDMjlRy/fKa7uhe0B9fhcBJYrU5wAF/L2e9bR9Si25PCjpt4hgY6//7T76t32r3/j/R//p+rHL9ZACGeyoEKR3etL4X6dHmwdYmMLJTITbz+q20c0sxd9/Nmgt6GjS7CBXL4EPbz0QVRT7aA3H53nN3taE5b60hkgGCzTpbpCo8ftm4j6A8LWzuiuDuf2LUSSokCC9/6HSKoqMvvoBhddfYA3uGieKEdrxoHQY1OuRcHwfNvqwsGVyC6C2d/TT9Zb6lR2ZVc3sW/CbWsRdMhgnJxK0148m//0N9WHe0cuJwRZfH5purxWYkfqP2yeXS3V29QPn/d++sV5d697fGFNpllG+0hzIEoW5wApnj8q/u7fuv/6L/bT+8X+BePkVnR+vzq8kpzdyYeX8kwZIA6XK1KPzyRXdzKQ6Q+fDl6+3a82BJ+/hlodWSzNhDhR78i7h1v58orZPvv+va/ZlB0cjOj1KJlcLBZFuRwfVPv8YgeMTihMfP/B/vCoe/PWdnK6dXapfvPBDITxLU8eo1DDsp4C60VS1PNbzT/8c+PNd55GR3H74IJ71+0TPH6+xcPWmCCSUU0e1raerNTAGCdv7lJkCvqakkFhop19Wiy7CZoIkCvdGNfbaTQ+2nfgzb7ZPSvqnG8MbzSBJMPhm/dHOMGwwOVhmaykAxN+/2BiR4tNo4GO7zsn/GmKP02OlxcKHWGqys81pP6EYHufAKPGaBdFkrv7ZvECB2EEvTyqUBOVu/MyJV6to+xbuJt7ZIgZXDEiLWCV8wx2Nsj08vqo0c6WysbFYhQMSVRbYzu7uExOoVDg4bJYF3l85PYs1WoG1SZevT2bTKmMRvby8phez9xSzYpFSL46Bq8g5QYTi81HVo+w2NDlajueiEC9P72lH/fGFkC7Ium5ZIECQy+SxrI7uUPjruB4IkcFjT46Vx2eKesdabkhbh/KTq6U1S62uJWrkaHR715tnd7K2kN+Y7BYbFJDKRxICkg84KzJjssWpIfHB9ju3eYRs3/BbB1Temesao+WyuMLFUY8ydjZxfY/XVyvnV1JSvXp4SXlh99gzFCKdUL7cOHkSgSiUG4z6j1BqSlKl3ieEH1Tgw4scxrdtOYAH0wsratHLO4FUEwwpNGsIFngJCuMRJFk8KBojpips83uUZMHt28dBUWwuxkmK31dMbG1jQO2B0qSK1A4wQCCLjd5+6YJrEhMke0KjhRbxPohKZxFAM4ff961+FCqPAnSDAL98Hbt4l70/F7x+qPq6mEZ2LnZpdfbC2/ea9+818cShFKF3eqIXr7RPb1Up/NToTj44tlWnwICHYuTw5GpZHqq1iTF0wjc+vEVZXBBSpQRfNzpnRCez+M71ZvP++D6m4cc8Cnh1KwzMAYk8vDSfHKhU2yibGlPtbPA4iHGIloUQk+irKuI0G9MTp4zKNzeJ65sjKwoxuAnCIfmGdgZxUSW5Q8zdvbGDOZZi4NgMI05XNMQqJIZJqhz/1ACKnx9L4fr4Xnj+IIH3/n4XAAa3epyhqdiEOiLW3m5wWh2+dADIG6DYQ9FucrN8V7fXCrv+vxinZ7CFyCziVqtbIHBzJZWJApU7CwHchRPCl/oslvngrsP6tMnWTA90Tnm3b7cOL1bgpj04rs1UOdkEb37un71KIolZ1yeEfhQfwSBo7p+Yn76cRtE+eJW+Me/2n77i/WHX/a//4Px+Y2q2iJlyyNff1t+82UR8Bl+CID54y/mp1eq7uFiucas1rnxxLzZgsKRudOzTeysSnbh7GLj6eVurclodBYOT7ihJFYn7OxReHQtCabwsRzZE8GDPVftovaR+PGNFuyk1T0G7rJ9KAXLD0/PZCdqDVMw/gFA4ilBMML2hli+GHtLj0weQqW3W2hp1jXjPCnas0w5QxSbB6svBfBoc2PFjsGxhRP0ZJZ/cW2+uXfCn0O0OLCMmuzjDt9U71je7i5hWyYKQlDnaJRWLHGPTxQn5zL4wieXfDBkYL+ACSoNKsT7cIzi8s6Ax7q4V/VOBdBvT+95+eakL4maQxKwxdm9+OppbXAuGl6tXD5sgsP96WcfXJ++Wq7v1vtHgsub9fsXe8NTZbEi8AXngFcu7/SVJpZzORBmtbpb6TRvMFDV67LDQ/XXr/GTk12HYzYSoZrMI7k8++v3vvOLzX/4V0WTGdt7V22Ibh52Pv3o+flP0VcfrN2hDNw0tm3gcN3mAU1hYJWqAxRfkGV3Lig3R8E6AMDuGMhK7TS87pnpehtbZ2aqNNQtDU8oISytTnlC8j0jY3l9ApgDXltD266ZqLPNGNzT3iQ5WmTuWdCBAwfE5vIzHS4GeDsIfjrDhMmMM9om3RGyyTtt8c/Yw3hrEOeOEwIZqitK5kgQbwWBAeWIEAwis2P1wLwqU1CF0imxfEa1u7Cppa+q8Ko9itbIVmwT2ELsNxe4gEE4Z2BJa6ZKlUhnosrWJlakIx6vAG4HBDqZXlWriWo1WamaWZWNud3iUEgOfC0UIY1mfnV1HHBbpZpTrOFWJGhjHbcsRqDjqs1puWJca6QZ7UybbzGQXMI2bh5gRbstrlFPeCKamfs9B6E3Munwj1g930om1Tido9XWAJuG/jYlLYYHXuuxM5U5wOLBufjiYR1ewfUWm3T4uSc8ZnZhJ2Z3D6DLjUcTvGJlDSVzs+COG/35eA6d3Qq6Qza4qnZXKF/Dykd6/ZOv3mrBkDa65O6Q/OLtaqow442Mx3NzpSYzkZ8PJIiBONXhI8HT11vIS6tIuYNf3wQnMr5vZWLZvDbGl7AJI5IvzndHaNAM9tCk1o6q/RVPnLJ9gBkc+RY2exXNSB0+vi+wYjQxlJsjNAZQzFSttQbeodrhgbd1B0hbe8jgQNn6ZLwEojl3/ojlRbJ4UaY60zikt4b0lx9VoM6vvlPePcsgilSb88UqqdFmvf9o+vK9s9bgFUrM3kB8fafqDnihGIjjSK2Fz+Qn/YHxbJaWSuDDIZROj+QKqFofP7umnd7RC+2JxiG1f84Db3L5uPbwWgP3Do+40KBA8DTasfxe333ve3rt0BumJ3BYSaFYfKdasy2JJ1hcZDRzNXqqVIF2DYRNHW77YMYeYOut82r9rDfCtfum2odYMkN/GFujd/rm9sFHO0clUuQPT5cqzHJt4ehUeHGz0uoxYfCfXfO7R9Sza7DS3Mvb1WYHjB7u1z8HnF6gTlKtsxSKYxsqXT7KuhIl0pL7x4DFRl2WYgndS+XV+we7L0yx+2Z0NizDZ7BAzHaYl683r99u3r5XZ5sU6CKPr3b++q+ibz7unlwJbp8l5zeCVH7k049bsTQy2xAAb65IcvrQu89rnSE+XUT9ExoYrP4x4+SSe3kn7hwuxNPjyexUujD64v3i1RMdfgKafnIh/vPfBTIFUJZRuxPblwamOxyZL1eExyebP/+SAAUJhQnh6Ex3IIBo1B9yk/mJcpdw/05282pDg2X6xtI+sPhYyedX7zWtASuSwGeLtNMr2dWdqlwT2BzTn39IVZoKsw0DapNtWm+ctLnJyaLEESTtGEdVOty6ZlK0htZ3RwwuAgiH3YfvDZXBGAWQPBAjxbMLgeh8/3ir0VFWm+vAB4Wq8OHVwfBCAR/aGki6A5E/NJHOMF6+tH3/Q/DlK+PRsaxYoUHsHJywj84Wh+fcTBEXjCKggUB4ttkRw18NL1fT5bnDS96X33T3b6VfftO2T6jds4Xr51WIhRARAaPObjfObpWPL7Q3d9vd/lIyQ4zEJ6sN5sW1+vHZ0O5Jr+/2XryxDU420wVuobIcji2uyFCruaFWo3pt7f27UCTMSiX5oNRbW8hsGT053ej2JS9fH2DVrNvij588//4/DqJJYrMvvnnSPrwynl5pirUli3NarkQO3yQEOSyjZpp7cW1td7UW24LLy9cYqet7s3LN1I6ZZvEv2YISrZm1qiJs7i4uLI6oNPRsWQ+6TF5ARrtYuDKZLGrWtnGCVbR1gMr95WxTsGtGtf46CLTVNW+0EEGdNboRnXHE6Z6BR318u5Nvi5xRwr4L7btGjd4JvWMcWirXkJfa2+nylt0nVu7QhBI8lTEyTUCClWmBbEq+TZGpSXzZ2LJqRrlLEq+N/z6LCIID0hxMrhid9LXtEbVuenMbr1RN2RxMkBRgoFCUr9XNg5sUS5DTJUyltiwW7jJEAsCpRcTjIZkMp9FQNdvE7S28TktUKSdABkHBlVu4PcP87gEZVM4ZYMG9aPaxArK/Vw4Jp2YSeWIsSwjEcUCQoNGB+Ey6uAAQXW5i+fGjKUYqvwhmpdbl5evUQoPWOhT0TyX1HnZAJpYldoZiEHqdGWmNSLOPLE4cNEQqJ0L7ZpQrE7tD5tWj+PNP+hdvVfkSGbrg2jqC0fLwpPnuswE638NL+fkNL1OaShWp3jA+nAQ3zfKEiUY7TmuYXNtCqxvjK2sTZBoSSXFSBUGwPKbW0sSyCeHKKDiRfSvbGeTbAlRrYM4dJ/pTtGJb7omxDhxEo4sikiOthTA4tx7YQZrxBuNCvrgBVkggQmCC6j3+09s9xRZ2/mpxCQVTI4MrWiCNTu5ZF098qx+BLjePFnL12ZNbQa4+Y/Oiy4el/gk7lhmPJsdBTTp94dcfPH/5awa8XrnKOr2QX95sgPAlMrj2gH54zMyXpkPhiUqV2WwwctmZQnG80yOcnIEOMs7uGJUe4dtxr3lohlx1AagNLAxodLo0H8/Svi2Egu3gpPI84NZOy+h1LZsOOPtaBjT22hpue4cAVmBXP2NykSHqKrVIb8crdrGqNvv2qcNL2fkdNvjBp2dL/HyV5w3iXL6RapNTbbEOj0Xffdn/8Rfr8AxbCbi4kRydMW+eRIMTJqje3dN6Oo8PRCf+9b8UynU2aEGzL8W2P9vH4xkWiMv59UGutAzjweLAQxc5OlGdXqgA+QPJmXJ/8ex5ozhgD+5WHz7unb9Unjxu+FJTQKYn8HzuFA8vt159UN+/lF/drTy9Xn//eRPIHR5aJj8Panv7KPv3/ynWPyVmK+jH3zTffVXnKzNAzec3IuBHkKdEBitrffXISpewOrOZHKXZ4d0/bf2evAnUeWMDgbLE48ybG/3nz8HNTXDoTBDrao0/GEpS2TlfEHWPuLU+9ctv5kRxzuhCYFkimWlwbK++M/RPFl0BlC7MXd9vHp0s9Q6FQN/d/vr5tTGWFmzuYHk+QQXSeeHwfP/2pbvckR04Z1hLaJaOLQ9sHUwAUOuso3oLBBhFqy8Hmw84WW4KUgVWb7jxH/7T+YcvgUKNmynTmwN+JI2HfpWrMgZDIQD+7b36b/8u98//Uvntb8L3T9vFCuX5jbpYnTu5EL56ryrVCakc7vBY3Bks2VwIRmCjz4Mv//br3q9/Zwcf9vxRcfMS285/+bR6/WIdBLrex1bzmwNRIkXO5ZmAEZUaNOhiKksyWZF2H/39PxZzRZbehPyReeB9IOh8Sfb00h8MLMRji+mU4Ohw98P7yP2dPZngmc0Tt3d6+IZgU/70l9jpueLDRxu4scub7UqdD+r8/M4KQAf6giXAzApvHiwmB3p+Z0xk2fDOH7+kOz2deBkFI8sLfCTbmdaYGXrHoskr1Nk5IIjr22TBCg5wdXVjNpHf1hzQKUwk2yCx+aOhlHpjd3YLVNg0FkjTExWO2TtVbEntXnDucxA4weVASICxHIwQUwXG4wdj+0zmjOL3bMjsx5l902oDlr3W6CJbvAyrl7tv5axtktm8cdCWOQqWj5AhREI5yPTkghDxZSOyzRmIB+L1MYlidEMzbXIxvTEBqMqmbmxzb9xopRhMWDmrrR1MTGxO0oFxfk9Llq+N9frWw0O3wyHU71M3lDiwmOvrU06nyO1Zcjl4TgfH4160mCnbGhzQt3pnyhsQRBNSV5BrspPVe1h5MKx6VBBLLQLSnCyQQKOBXOE1VSSDt4aeA9a/UOPHM8xQfAGwKZljl1uLhfpCoY4dLKx1+fkaM5oh+qJT4AKx+qvBaWxNyzMJmFVpLsOFIETbXdhp3WaXDpH/5mH1D7+6wFP7guO9w6VPX20fPh0Avp1dLbV6Cw7oo2W+J0QNxBjRHM8VohscxD3j3Jpqms1DXNEEDo84wimJfJ7OQWI5nieZgIin2KZt7zMhFOsdJEuA5E8zs02pwU12hnlW/+KumSyUo0BKfPHkB9Y2mFhLEuTx80u1TdA1i5P48HY3WZ5V67HU5mYPSlbGu5dz9ZPJF5+XExXMAgOGlNqkaG4MINodwfKRNgeUNx/VjR69XKc02pxGi3d9s/PylbXXl+UKtJNz6fBUmi2Qi2XiybkArlqDmkriWs2Fi1Px8dFivzd/ccG8v+efXTA6QywFUjw/6w1P2704b4gIF0S1aJoSTlK8oXnA3kRGAFcksZhICPe2p10mtmptwqClnBw5G9U9swmrdXb7aH987WgNN9JVfraB5Tk78OASFdbhFTgdGTRYKDFXaQlLTQ4QcSqPzxQJ+Qqp1qKdXCwdnwtiqbFABPWO2M0e6e5ZXGpM1dpEkM5gdCScmPrjX6KFMggflppyW4fAZ0DkyFVY148a+M5qLcqUGDD42wPw4KxoFtc9496+U774qulcL1283jx/VjdOJEe3qlhhAVS+N1iuN7mdPv/mYe3savn4TPLuoxZkF1r//GoVyA4E8YefTf/4L367Fw0vSf/uf/b9zd9ZcuXpQoX4+FJx/ywbHC+Ca/ntz56nN8v+CAqGp46GGBsenayoNVipgVZbWqut5rLibEaUSLB8PpJCga257ewAWU+C1ILLiSVne0fiUpPdP5XGMvPJPFaXPVUivvlgePvxoH8MFIPtuP/us+nsfKXb4754sffi2VxtytuDbQhLTi+WRrxYkwRiLHC7a9vIHpx3R/kq3RTYZ74M6exjiRLb5pso1nm3L/Yv7nZhLOWri6DXJ1fq+2cTlvI7Pg3ki22KLxPyNfrVo+r0Uvz8RvXxixFMWKvLv77bePl2GyxOp891+1GlQb5+WM4UJxLZMfhh/3jp9Qf9uy+mx7c75Tb97pXq6f1mODPWO+M8vttoDVnNI+bJzfLwStI/W8Kq9lQZjabIH5iRriL5Ooom8P1DyeOz6W//oVxviZ5fG998586WeAbrWCLDK5TX9Qb8v/yb471d5HFTBv1dt4v69k3wv/6Xp2yW9/zSBO2YypA3t9HzK129yf+nf65+/1Og2sAS9wBVJHOcZndjcLwLQm93k4AMwCUAQUeTnFZ3OxASrEiRQj1NYCK1iW7wCtf2iEvKCf7aiHyH4AjLCDQkkI5T2MjsEZRbhtWNmbl5RGUg+iKapYG8UvYdmNR2zjce39vP7g9cASpotC9EA3T4lp6fFE+TC3XWyb2yfiy2BifAVQczC/4UY9c8ubU/KttCQhkSr6HNPfK2jrWqIAslROEyicZHdCESrOEEaxOsZSTZnNg8IMt2wJiSsHkYI8Hoppvc8/uOWa11UmMY9wTZ/tDigQm/tz8GAQmrn2eZ39XO7mmJ1zfhkxO/1ycJR1acLu7m1qzJzPYH4N98j5sX8PNCIX4sJkwkloIRnte/mC8rCxVVNCnxBVlm+yxW2zCzAMSWq1HgSpdJcAEaQzg/PF/5tm2OXW0LIOoDO2PHi+KsaIqFnYSscQDy4DVfZcPAjKTmPaEZTwhL5Zopcr8dQSIn88z2oaw7lGFrMmsbqFSbf/VuGwbhizeKv/x9EECp3VtMZvCtLvf59c7xuSiWmgAOCkan90042Qa2gXRbj1PtTijUE+ubMyLpBIQ4kYQ8NYs4fOLKGnOWjE2w0tiIL5mVqxiYWINN0E7uOwlmP9GXXOSuIJ2VoTHSVdo5xS4uklut9rVkJra3QSobq7e01/c+Dg8tcNDF09rRjcDkRh9+tD992I4WUaKG3vwkfv/zmtqIvvy63z9fdARRLD8eyY4WmnMvP2wU6jNY/qDaHNwX+GXgCJDm62vd4dFGPEXoDnig2sBo1Tq102PVGrRydb5cItZqpMtz8cPdyvGQfnJCu7vmnZwyscFWnALDYnP/fsSI4QnQsF39hjGXj6LRjm9somJZ+eZd8ujE4HLRvfaF84Ep7OJpt6YKSZnFQNrdGX//IWwwjbgCMwYH2neiUJ7kzxB8GWLnYtmXREBSFw/r7aMlECNfbMwXQWBoah3qlz8YQAdPrwSApe8/7X78uv/6vbrSxF/ecxM5VGsTTi750C6VJvP2cXvfiHQH6PeqQmCRQFngraC7ZCt0iFjfEjYCsEwenrOPrjmvv1e9+mHr9sN69YRz/LTROF6JlVj9y+1sTQTj+fRM+fC0VyjT0zlCtkDMFanAp6UaMRBFr9/tQa+4vF398Rfzq/cbO3rUPZl6//0yxAxvENth0jviAm4D6ZeqjD/+OdgbYol3M1n25eX+dx/dR8cysw2FozPp9KLfR9/X43Y1SKcd3d8f3VShaIQN9Of3k11u3IERq7b+P/yHTqki2jePnV5psXJK4Wl4SsksqdVf/O6LNpmdLJSIL1/tvHhWX98obm+3joYKu3sunOCC/QeBhlFR78gzJYnOMmXxznpiC9sGPNCASj/hji8kq4u1Q3GhsQiD5PBMeXazA1ENhAPU+cNXL4h1trLQGLAvHpeH17x0ZdodxrKCNHvUzz/u/at/joEuVxsLx+dLt49rEEfrLSY8LqCcbzPR82AmIJq2+uz/8r/1//pP8U9/sDYGi90T4e1LZe+U//En4+GlIJIdj+Wm+mcCaP3TW1nvZBl4KpWmRWPzTtdkscQBYT0croYilGJZ+PBCD00MD/zFG9v/+d/f/B//7f2HT+lQRPjTj7kff8g83Ls+fUz+9//7+//3//mbf/svx99/H8vmWPePu0D6APifvzq6/aXj07V0jhmMkEGaQTKwmS43yR9i54uKZmfzh1+jqQL98k739rvg79mmKtVduWpyaWPUFpPu2bgUHppjo4UltKElp2v7VA6SqnATc2jPTL9/lTbY+JMziEQFPWVu6siHl9ZoXihcQ8Esrdha3jOPRlIcoDog9GpbDLSYyM+ncuRKm13qcQpdtsk3qnOgdE2YKIkMrjmzh1LuqG1+lsZANNgXtcZFgL9pApqcRVzp9KIMt7pNWt2ZhYChPJgzeDi7VorORt3UT2utpAMXCST+wDXlAH/vmvYEF6IJAZjIb4W6x3Z0yO1b0O0T7E5Wq32QL2hcbkEiuRaJLYNxt9o4QNM7mlmrhRoIcP1+Zia71OlsNxqqZmenVFH5Qjx/hFtrqurtjXiSFQjP1bq8Wg9bioOxBqOs0mH2TyVnt+vlFgcAudFbqrSWsDLtSaxQVijGTGRBo7Fzg5kS6/diBeDYgJe1Bmzr2u+b3L9NtdHqXVG1w0Pg690elC+QWh1GPDVycs774SfL1bX89HwplZnKFUknF+LuISdTwCczhFSWIVciKgtRWFieM7YIe+WJR+hsRGeOCyULuBm0yKetKYV4IpqlIjp3cklKkStZDB5W3m1dM75nxa/vYjOAYJ3kW3iBdHTPxAwkV91RgS3AgTcUr44cGJkq9aTVubCzR4CPqx+yOljaWerZ/dp3P+tL/clMC737RXz+zAzl0Nuv291Tts6KgKAz1Zn6gPb1F322gstX8Q4fSqRnOn1hociuVEUXF9rrG206R+wMOOBSixVau8vKF+fCwfFigdRt0zOpsU6LdnO11G7gy4Wxox7l6IgRjKFodgpCnMk2bXcuON3YGrTBPLutmYRmXpUj5eZ4tbZ/cRlIpRUW0/yOAhm2xjclKOHl/fZ9+d1zMBZhA9GAocOGX3k+VZtvngmzbXq4RGyd8/1pdHTNPr6WQNMmClgRZU8YHV9xEvnRq0fx6RUPWKzSJN49ya/uZPU2vd4lnN0w41nUO6YeXyyCNNw/qwsVltuHhxhQrC1hbV/GtlgWW2Rsp/mAFc9Pn94tlbuEaAZdPXFffVn9/i+aj3+ze/xCGK/PtS5WUjWuLUjMNeSOAHVNgbod6dXVJnSMVJpgdyCnEw2PJT/+bDo8Zv/2Zzf0B5Cnf/in8Mt3ivNbzquPvOsX1Is7XqFCsDkxpAXAvLyVJtOkp+c9gEqXD9Xr0nxOcnGxe3G5ZbEjl2ckEqGnkiK/l7W3O7YqReIlJJch9RZGgu224vR0u1TmxRPUSk1cLK5V62oYEqmcIJ3lhKJz8CkQJD59NWEVUbMz/UPu9eXa8dFys84pFFj9oSaWFnn89HCcE4zRTXbcgXUarN7gQhPN81liNMdAviTv+rWte7GWKFObRyLguGCcCEOl2V/+/aDBz3+KYwWU0wSg3VgBZWpYOYj715sPb7ZafWwl5h/+2f+P/yb68evB40vl0SkMv1FAGaDp82vx8JyD5dB4Wu4Nma0Bo1ibj2ZnXn/Sf/eD9f7Vzt3LbRjJqRKh0Jh3BlEkM3l0uYSp86mo3sMMr1aHTR8bTSiXZ794qe/0xMk06+HJ1B1Iv/zo+e2vmfZgDYSm1pb97T8c/qf//BoerMtJCoc4ibjA62a0mpt3t7ZSaSkQJHz87Ign5z5/b0/nyK/e7EN0fHw2FEpY7vlSTQoP6uml99XbaLe/DzJ9fqsJxgnlhrjVU+7qcLvamVhcZnFxt01UT0axrqcSuWh1B79tpq1rSTonV22kSNUT0/PIHhDcvow7fCts3uQcGXFE45L1iXx9K15cMvtm0nVeLM/xJ2jlpjSR46bynGpbBCCCmaE8EXpppjFf7LNMfrRrBYFeSpYlZi85kOSbPTSJAnElaGMHv7FNAlAjkBGDO76kIAqVM6u7JOnurFAxotDP6t0MtXluQz8l3UYgL0YPSWMaswUJsSLHFSEa7dOBCHNdhayuKSCk3X3oPCKIQMn0qi8gMJoYFisT1Dkal9gdoM7zWh1Js4cHds5mpQE/Nn1Uq6/n8pJccTWWXII/9AaYnT54pt1ieSmRpmcr1EKDAoMXLpBpuECvW4fYXHOjL/x2qluULnAjCbY/zPAGsaTS2RK/WBOBOqcLi4AdWGrDPM/mIniD1HReCOHzW2psGkh8Ik9EkehEsTTfarNBrQZH3ONT4eHREhhGMP7XdyuX19J6g1Gp0x9eqLGKDHG63UWTK7AlLOn6xJJsVCzDSdbwHOHkDBGxeaQxHFoUkDY1S/MLiLqIltbmZEqaUsNc4GLpHbb0JJ1tXiBDdD5W3EWyNgZC7wqKB+dWm5+xqZvY1OEW+ShfUgvFiCtAegNNuIx88am332uvn1X7DtS7YF6+4p48kc+eKekG+vSbxuZHd6+UJhfyRtH5DXSCqVxlDsIJOIBIfApU5vBwORYjuZyT6RSzWGTXmqyjM3FnIOoORMNTMSg4aFC+MH90xAkGUTaLOxqw0ynk96FKCX84WPRHRqNZkis4pzPiDkyUPf08NPaaEhktC3LFODwHX2ClXN1XbuKZHORw0OViZNSMtEuy1w+us6O9UIDmcRHSGQaAZLI4B3650KJ2L0TJOskWQfEqYXjLP7rhRXI4kwf5YiOeKAokEXDu+Z2wdUgFfq93SJd3WKkquKlida57RD+9gY4+Aq9n1/yTK9EPvzh8oUm7ewRY3heZjaax4uJgyZOlicEFB16rPfJvf++4eyNNFUcuH3lvf1D8+FfdL/9oH96v+DOzlf5qOM3bM007A5xVBUokFyNRitc302wLT85lByYEMPuHn71vP2y7fajVW4gkRn761XJ9L00XJt9+2vjhj+vt4Xh3SIYootEhqxMBRQLbNjvs2weV2Y4qdcbdndHrAeWVvf9gh/dMZsl2+7TdMeewzx0YJg2GcYeTuC5HYjHS7k6Gw4teL9lsnYzF6K22MptT/Zf/+nV9AwUji0fDXTBVrY6gUKYOhljit2xuLpcnV4qsRJQU8s8U8jynh7YkQ3sH01f3tvuXLruXCD4335DqHZPZ+kokL3KEFwodef14PVwge5M40MRyk7cLYBXEv/toTRYoOgP6/ldfroQBUf+UefbAvX4heHy3fnYtDyemXr/bODyhXtxwv/uy9fLN+vCU3eyQITgl0rPYnvQTGHuz4CGe3ijKjblvRQaUxdbCH/4S+O3vIye3a+cPG62hMFcFjSYCj2Pl/u7XBmfL4JThoxM5ajxFK5S5seR8ub54dacuVhaBqv7891WnfxoaN1sBrhf4o7RUYWlwcnB8atnaQe22ul5Xejz0SASDvmCIeXaua7ZXj89U7Y7E5RkbnsgdzjGIedp9LBVGMstPZoWhKJZ4Pp4Sp7PydE7qCRKvnw4Acre1I5WG2uZkKbdwD6/S26Z5R3RZpiEArqZqW/nOjlQ9RmCheGVduoWoPJSqrvXPjTbf4uYuZY6KQduKctQT5UI4rB+tZ+rCXTOWPrt/upmrCpL5BQiH6dK8Pz6azM10T/jZNrV2wjeHRtRmFCsvhvOLJt9cvCxyhulKLXhu5ApzXCGBWkfa0S8EEkrR+hh/DS2rx0VKxJSgJSVS7k+CNIs2EAiLxkSw+Be01mlvnJFvSQIp2va389zLcuBTfDBO1pugQ64HQvxme09voCiU02brYjAijcRX3T7Btmba4+N5fIutpvbo0BiJCH0+VizGdziwErEePwOeWCSOrdAC55aq/P5Q6o9NAleVWgv1Hrfa4UJ3SpdoIK/17nK9I621pcWaBB444DNAg9ND8Yah7fiF+lKqyIWr0l6pd9fyVXGuJIZfA6WOJBe+lbz5Vhc0gUcmG3r5djNTmH35RuN0ocvLjXyW4nGhF08bmcyk3Ybi0ZliYTEao3r9c5HYQiLKb9Z3XA6BapNCWUCjU2hxeWKBP8IS4tmiWb5kRrAyKZCOC1dHllU4hZYgWEU8eI5ro3gKloWn0rdPkbD95IsipNoe1xnxbh9EV1mlJbf6iHI1OHelWjO2szsVCi93ezaPVyCWIoi6X3/xgB9sn9AePywnyqjYHbl+xQW68UdQtkgDPoWeHQhNxxKEkzN5Ok2B73x9tRfwznz/2bO9iWKRmUaFrdtDHz5bX743FWpcf3i62uQ0e9xaY/H8at3rRw4XSqRwwyN+v8+MRkZ8Xiz3ud0/Hs4yKh3lnpGwZ5jX7M93h1Y6B22oCRPTSLE5V22Z3EHRtn5m1zAjlqHBQGUxj2p2kD8wm0jSfMFZs21kR4tef9rrnLCGV+Krp/V8kxIvEApNejiPT9fJiQrp/R9s1iD0Y5LRjY5vlw1OAGROKIEiSYTtLL5gn1xyjs849c788HwJQhGM/LN7cWdI7Z2xBudCb3QUwjjQN7bFpUrsnXEaR/Pt44Xrl5LBJfPFd+vf/aTrnWFMDf/48ut+ODMCqjE4VyRywnR+LZFe9wbEEHe1+tlccYWziOXjD8coqSwdhvT/8p+HtSbnx1/Mt0/iq3vJ8bmgP+R8/wfjH361pLKjZ9f0Nx/F59fsVo8UiiKrAyCa2OpSH1+unF3ywtFRj2e025EdHSrbreXrW3UgMmX3jsFjyZQ4oD7+KMFkRfvmsfl5BCATDCzlCsqtLYh/eMUGSmdlXp/EF5CaLQzxMoL+DfQBTj9XoocieDugdJJ8f6d7/cper654HSS7jbSnn9Nb6YWGunmkdwRZJg/Jl2CCPwhm2fJv+aN1zpF4hXP8qD7wgbjQwW9e3uzl8os0Bvrw0QLBG0bEm4+7gMadI1b3iHrzYimeQfkq8fZO++sv8eMj3sUp8/aW8/jIPb+idvszJ6eMF6/W2332twPu7Ivb1dNrCVgi+Ef/bKlxKIyXKLVDYaIyD3b+4nmz0GGVO+zHN1p3aDySmK21+MEovtFe+vSj7/md+cc/xmuD5ZvXu1//5K0OhOEsPVVe2rfNVHtrw+vd1nDDn1hwBunJwmqyILf7WJoDvDvE9cf4oZSg0lSWG+vRJPRtRu9IDaRcb672D1W5gsDrJ7k8BJtjWraBnH7yy7f+7mAHwDmdW7Y4aBo9DmyH3U9X7U4k8vJoWiaRo/WtKYUaZ/dzPbElq4+n1OJW1WjbNGryz5gD+HRDtGtByyq07xzPNLBlFVuAvKnHFsD9SQ5WocYxnqrwSp3ldIlb6y4fX26VGvxUgZ7Ik9OFudaABY83mp8sHjKdadyOE2mcyBzDOTMEZ3LOkSA44zPZ5mKlJ/bGSUodltPG4iMmSuLWqUZtHDH7iVo7TqpGaiOCZoVf2HdQcrUdxfaswb64b1tY3QTfIzW5Z0qNVa1xRGvASqoHw9TB8W4iDYopc7i5Rht3Y5u6pprf1XPUu1TlDt5ooe3s4kIRcaG4m07vBAKrgNhG83wwLNjTzWi0kzYnKZnjJnJ0f2w6X2PcvNjK1SjgAxp9HlZBMccART480Ryd6Nq93aNj0+OL8NWNJ55ctjnoDjfd4iQni2KjC6/SIp110hNjpiri1nDr8snkjZBBmmOJhWB4PpJkQlQGvXZ6SajZm4eAH46PfvfZFI8TSyVO0IfLZ+dvr1YrRaCS0WSMXC1LGk1FZ7B5cqq7Pbe0K5oN+TSPi2hMRGOPqHRMiWpOvE4hMRGZgc1MbeqIq1ujMs3YgWt+RYlAdrf2Z3kr2PJrrmGeIPz/OxZLdQWAvWztW7q4KHlLi3pnWxe3+9r9CZEYiSXIip2j52j3p28eDZ2hOFOdLbRmWsfkUheXa45UBzP1Q/LxBbb9qFZbqVQk8QQ9GiN1u+JQaDYepnebcsMeevlw4HWiemXhuCdMJ4l210SmzAMf4Q0TsGXT0EQkMXd0unpxvRaKjh8YwFLg2h1OqUwLeCct1hFglnCWG8uvyjbHpRvjy+vjrUP78vrE6sYskYbWNsmJ/DZEeI1xRmeb2TOPe0MkowUZzMjlnQQgOjpfP7vZAWo4vhE2hxRHEJswGZyLHQFk8aKf/uytDLixEqkxXPJEx2P52WSZMLxZDiRG24fMeHYslR8Dgi43Zqpt/OCYNjiB8S9PFkito8W712v9C8bRNfvsfjlTmQPxLbaI/XPew1vFzavl5nC+1J5rHVPbp6TeOQ10+Ze/eo+vpekyCVxYpb0YTlKM1hn9AYnBwE6ybG7NHhjn9Qa82UaoNtfBJRxYRsEShhKkfGnxwIwgNlw9CF6+U3SPGKEYAmbsHy5mC7jhGf32abHdB9cyEo6haAI1WvRiBX96ySxWx7P52Xic4PXi8jk2tEs2T+8MJPEsxenH+aN46OLFBssbntbokcfPstpY1dr+qmzk/NKpO5hxebHMxXs6Kgh0Irmm3pnY1Y3pjCPbu+jscjMUJlhtyGYdD4fm41GW30MLe5mZ1OruAWX7gOqNLYcyK3sWos5O8CQYjsh8+0ydbYl9GXK2zc13+ZESJVwimrzwhSlaLWo2pd3e6vNr7eGx6PnNFtzgx6/7JxfY+fViDduO0jsU/uUvRYgEJ33x5Snv+oJzfjo/PJ47PZ2/uOBdXItdPmwKPpyYbHTZvVPR0eVy/1RS6XKzVZY7NpOoMGzhMU9yutjjuGM4X3Km1uW7ApPJDK3dW07nmMnMAkQsVxD/5bdorsUtdNmVo8U9OwIRBFWK5IT7DjxEmkCK7QjRoTee33vffC68eJ+O5RTJ4gaWgMKAt3rogQQPK/xRWokl+YA+8ZSg2lBkskvhCDsWx6bmQb5zlZV330UHQx3wYCorcfmZ7gDrwDbvCnK3dASzm2NyLiq2Z7RG2vIaViDGF8OKMK3voB3jqCc+H87TvElCIDOvc6AtA7IGJ2JlarhAsodxB+6xNQ1yA8wlsMSNAM6l9krrcO3+lRmIEqioWF/EvEJutt5hHJ3zq32GJz1pjo3D5S3MRVqMUIPmyc/ZEpO26Hi8Mp+pM1zRSY0V7dmQJzGXri9WD6XbJmQLzRg84ztm+CyyM0IKZ/kmN/3AxgLsW1mf0ZqYoNE2P31ZCcaIojONxtJYgvx6Qw5hyWAiqTXTG9sza5sEgWSKJ55eU9IVasq2juQO8SKxpX0DWaOh6rQclYq0vj5lstBSmVWgRoBot58azzDjOXI0O1Nq0Y6vl/P1+c6x4OhC1hpIau2Vdl/V6WsaLU2hqM4Xtg+PHBeXvkJp0xfgBsLcQJTtizO01kmIZAYX3p9eTFaXy9313tl2PMeGdw6EyG7vbDjOKlXlhfJ6JC5Et0/L7QEdbN3Di81EiqjTIcDMWoWZS8+mE3i/Z8JhGQ/66bU6uDn92Znx+TaQCEiZNAQCLZUT17YoJq9YujUL97mt48uUxFkK4i6jYHrZlxTwZd/qPVvwtgB2Hkm4jpLVnbkFJJAis5t0/9KRK/P3Lah9KC02+cHE/MefI9EkR67ADmiCRh8YYHDy9MZJbB6nTOqfL5Y6+Fxj4vCKUexMhjIILPyLN7uv3prrdSzvbSLBCIbmKhWW3z8RDZLzac6mAg26KzVwxF1Ot8kfDtb0BygYZ6ZyglR+MVeBYEiFQdLqLX34ZC5V6UYzcPRIKkUCNHM6JvR6lC0DGlCdQT4E53X17OISytf0MiV+aXWKLxmXq0hmp8jq5WqMs3obIZoV7B6MBKKUamulUBWmi9iSSCA6zxGiYpPSGtJDqXEwd+U2DKQxcEZ//PvQ+cN6qc2wBxBWszIxMTgXwf9NF/GDU26lRWr1KZ1DWq6My1cmj86YGMBeLGPW+0xw+0reOaW1T6jHN0u1HqPQJJ3eLb37Xvvmy87JHa/anwOBhgD27/5zqNKfNnuwctHXT+qzW2WuwjLaxjTaUbuT8U2d5UYT6/jUum+csrvnIgl2b7gpXMYWoy7vNWc3m1bHyMnlar42/frT2vvPm/B9sqWpTBGXLc5UmsT+CWV4QYP4EYhiR3tAvgfHvHxlpnc8X2pMXd2tDk+lTvdovSF89caQKyw4vWN274TRjhVBTxUpZ7cblw9b7cGa3UVxulmKjfHdvTmHixFNiNY2EIeLFCrQZaI/yDdaiHY3yeUnuLwzX38Mutw4CJ97e1gl+N0dZDPPxsLcQm59R09eV+PV+rmdg1ksc7RpEszyt8qwC6EcXaFF1cPlQpfrjE3evN2zBcdAHze3kMs93WwtQf/3h8b+1//9MF8in5xLb+4VwSg2Y6M9QD//5r+93c+kFhtl3uXxyvlQUClPVytTlxe86ytZu4PlRTnAzjSidH6+dcQDjS41meH0XLm1BBScawkdkSlXbCbXBoGeCmXJkRQJ26uaoYFTLlYEgTBJZ8QKV+abQldsNttiNU5EttAkCLQjRLP6aOmKLFtTBJLCPfOcag+vMy8c2Dg7+1StieEKiu1+vtXLiaRXopkVZ4Bl8y4AF++biKALmZw8BFY9wI3FhOGYIJVdcQcYra4mlhTqDdMONxVLaZ+RADv7YyKNgYxNJuxTdw10p18EjnBTO6PWz+qt1HBmuXO627/c9ibJEhUyenB6xxi8uuMEX2oObs0ZJXgTFJ0NV+ooDq90lZ4iXRGH0px4gdc52ap1V2tdaXe4Bm44miFmK9TuEb/aY1sjY7bkFIhyqEqNNFmg0ZE6I1yh2iIT/sxsMDNnD40bfQjeP1pcSNW46Zpgx4RcUZLFP2PyTqWq/DgQ+mBzSz8lWEFSxTRPjJSaOV9MvGee2bNM2L1Eu5fQP1Z1j1TN1kauuApRXyLFsnlI5JMsHraitiiYhLGsUE97I4J8cUMmR0tLSKkkikRIJh91e7EsS8otBOwSijEjKWzbMozBep+JJQUqk5oD/vBSPjiVQzeutdayhWV4zuGoxGJlAlgMT2yN1i70Z3iTVGHJESTpHZNa27g9RArlOPGyIFUV5RvicmsZqNHjIzqchGiCV29tgspn82vo4lYIw2nfhIan4kqdBZbW5Ua9jiAaxFWKrEKG47DhwTnm87JGeztXWI8Fl/dUhEUG2tUw9QbBto5h9ghAkeM5/bqaDncrWkW7RpLWNqc2joEBUWqR2TvnibNdUfaKGiWqa9ItpLNN9893Sk1Rsc5r9sX9E9nZ3dbhlSpTE+ztj8DI3DcQlZujezq8L8gClAunZodXYjDswIzNIen0ngfClCyPVrrzzR63O5A6HFNOJz4Umvf5p4slajQ2VcyxUzH67jbKpEhgS+vV+Xh4toelWZhUabBkDmtKLGMyiAXc8roSdfrCdk8AOpLOMByOUe0eOsCS7RJ0limpCgFTWFxLdq+UJx4JxpUguMJlnGKLuqogylWz0K2Vu5MA0YXGmt0z7/JRfj9yYrSNh+LUXFkAHIrF25ulzz+bDy+WjE7UOxV8/tmSq5EfX22eXEosTnT/rAwnxs9vVzwBlC5OX92tDM+55zciaKDO4UJvuHB1v3R5L6m26KkSoXnEHF7ziu2pTG2s1qdWutRsDX90Jbx4kMH/SldwxTa+c8I6vFxMlFG1jz096EO9k5VGTxKIkQCQi2XljmbObBZMTqJUWmFzUu+frf1jJVhgiOTRNO3wTAEO4+G1tj9ctmFp2BivP8l6Q1oyNwpfCUIFyDR4/0YPy7Ld7JF8YUygz6/Fg2N+rUWJZ7Ekgq/ebR8eL8cSxMPh6ouX2mZXtLKOrG4sB67FhVygj0dLdy93rx60sySsFah0ZLXThWKUL4Fk04oVRa6kMFjINue8x09vdBTNntzpmW60V0zmEYt1bH8fKw9vNkyHA+yQn2M2zW9sTkrWRpbkWPJ+2RZA37jRTTR5CGbfNDjixRXkT1NAUHxp/OHtus6ObQT+vRAJNP3rt0aXZ+TXP4a8/vHh8Tp2Br1MhW91ebPebPOfnszyVRTyzA178tMjaSw8Hg6gQZ93erpRKLBiyZlkBh+KTcdSc9UOp97jRjNzNt8YUKQ/sZBtLNlDBGtwOlXjeGKERAkrzwrBG8A5FJ0HgU5lWd4QEbyd3o7s4enqkej4QQUobQvOmjxEk5vKwo44I5EMwd2tbeF3D5gG2xJcwIxbe1S9hW3zipL5zWRe4fBxjfYFs23BaFnwB5YiUSlYE7BHFtsCvFodzNV1hGW4dVC0+ziXlw74XO9saw5mXQH+5t7cnnFBZ8aSE9k8/LXNCX98Zc9EgYep2Bl3R9j55mq6JvTEKRrzCKiM0TMDpOyOYxf80J9k8aQonBE9vA2+/Zq6enKVWopgkuuNMk+uDvonO4en28Au4N6wot1lZgAQMEvylyie3LwpMqUPTdjSc/HmYvFoyZ2c9SRmnZEpi3/MGZ0GbI8WmYEMFRAegpY/RYPn6YwQM3WRL7mQqUlhkHIlKJhQyFTTkrWxYFJi8VJP7gxp4LYcd3iuyZVFPj8N7ndDhfb/P5be8se2Jkvzi8TDzMzMzMzMzJjMnJfvfbnet96qrq7mnume7umR3LItWwMejzSSP1qW/MF/kde+NdLW0TmZJ0/uEzviWb8ndsRaCabTT3YFGWoDgStBbLD+QI06lMhzUhk2CHQwyI7FRHrDDrQYmIxYCu/0YnPZ2PaCAas/Y5zciE/vhNjKqCUNXOARSMeFCktcN5GU65xUllYsC53uPfi0k7MAKGcb7EtPPJjJOlMRhLF8iwrsX5/wmjNBeyaEH0IAg78tlZmVKmc8M8JfbY99o4kVHV8wVsfU4ZR4dil58942ntFfXs2PT6bTI+WXD/Ev77PrhbXbVkFgGU7NmRxfq0Q6BbIYCfm81ullGey4dFkCRBzPKtuDgC/E3SdhW3oWZ9b5mVZlQ64oytRJ2Ra1NRdZg2h6pi0PWLMz1fJcVezgGgPyZMMfLNjjNZwoC7ufMFHXm/Lp3BYIEQxmLA0xOOKnD8YvP9tAlIEZr18Fx7dMYOerZ1FrvNfo7neH4ESwgdpsMb6mMqCPppTFQlSt4kulnUoV3d1J+r2DfAZtVtqjM3ulyQ/HDsPxvUKV1J/yhzNxrUMpVND6WPz06jk5N5TKRPg0oLNkCi424kqRL8LLlAylul2uOai2nSIFUhtI7oBIb6GAWOusuwYH8kQJg7kRuns8RR3PtO8/524fA9Do3ZEIjMLdq/HD946/++fa80dTtopeP5v/6h+KtQ6WVeP5Vdvt7//xL1PLNf3xVZUrIhC413famwcp6N27z3p4fPtJ9/pBc3zJnawooxXl+IYLsWp5gRus0fSIuDpnzY4pXytdsXszQn9xuL1int2L4Cf9xT48zrb8Qu0gXdyFbzqYCaZLDU+AXC4Km42aTatWj27uQ7U2c7QQPH/0lduk739N/8W/afzDfxgM5vTthQzO+eSafvvKqnZQuoQeXsXvPmv7k51KE/zEYWeMLTwv1rH6O+e3wtGcvD3nRtLo/bfa2ycVNGxvRJssONXm4XDKrrQoYFzAzkNozMKvptTmgBSMo8VWC5348SUNqFIoc0RSVK7x4ynyp+/K3bEc21WFVeF0rU90egs0PiqUiKnMYSCI4CgV2b2OMp2kadRYin0dCDS2hRV5IrvB1H4gcQCPN2+8YOZSFXymhs82Dman4kge6e0IvCMEj3QGS+X6hz+v5vK7n78kOl3246N/NBLZ7Og3v6SPT2X/9M/T6VSajB+EvOh8a36+dTdrxGwKrRfiy3PHaCA+PpNe3SqGU2a5fjhassHIYwvnq/hAcs8d3Sm2OZ44ckDIb1Gj+Z3agJmv4tsD7p+yA+YK+GKZlK8QhwtJsU3pr4WTEzC/gsaEBZyYrTNGa0u6JEvmlemiFvphOCk32ZlSJUEg2be5+N6QxGClKvX7nhAnXVIWa7pW3xZO8KMpUbVuKFd1vgDT5aHCo81BiMYF4E2zeUGtIau3xIu1aTTXX95Fomk2mA+A0GRBli4plAbk9BMdPkKxqQJadwYoINOltqw7V/cW6vZU5o7uwuGN70dyRPh2rYm0PpTmG3x4T7EpS5cF3igJjuHK+vMfZv/hf3m9eU4uTx3TlWEwUzX7wuFcDqY+mt/L9xm1uaA05oTKB44MCtVw8Ly5FDSm3MqAlqkdJst7YCnacz6Qe6x4AOoMR3chqQ258Li6NBY7LDilRJFj9xOGC5/FTYQY1pkaqn3xl1+qmzPLaKGAntPo8OMJPBaWIuR2Tx9OcqMZsc3DkusOxYqdrwuCUTTDUKpROMLqdK3hCEetRdWGeLk1uPzYpicYIP2JsDPCChiChQUAGq6I2EbtY9FsK5iuxV8XzHFKNWa+xIQ+jBVgipOA2acLPRBbrc2u99gnd9bFhaa3ElSH9NKAWpswWzNea8JfYnXTZfW6sNdTLdeu9dYH2FRvaFC5gdr9ncmc1mjvvb4zg7p9/4P/6Fh8vFa/PEVfHjKzsa1SlucLEm+YKlchIR+ZdPsBLycaFcIgh7DTHhqt3oNsWasz4cEyOHy4XI1baNMrfUJ/w/JnEJi7RG13fCrxpND8UrG6UV69s5YHhItnQ3fBTFZQd8qIlxD04ONby9G5G87v05fm+sgJlhZGMvDIu+8sVy+CzgyNt4eLU2zx09E17+6tqjHYa/YO+mOmyYTp6XQm6A7IoxkJK7E+oAFenZ2LKzV0fMYGma6VCbOZyhtAWHPHDn0hpDFCL0TdMffoQlOCM5yzsGX8M+nXqXp2InEAo93kxNbemxw0o43h9Ip4YuDEIOiy3sywOLhaE0UgQwI5Mjr3ollWqSm7fcgCAyZSjN4QpJZhd6NciXp553j3je/1s217iWUavHiQPbzTAVC/+WTodtHVBffijPvLL77XV/X9vXQ8Pnx+oz675B2dsq7uxA8vyttHxfNbHTz2p/jZEWNzyYH49PxZcfuOs70hLc+oQM1H15w/Vbf7OpeC7YAYr2nVLqDEYTj1devKWPD0zrc8lmdKB6U6HcI7X4ACAR4QdDhKgdZ4+yl6coWV+Kx08D/8PmkPoPffucDKrc74p7fisztMoNfnhNFy9/yGdfcsPLlkHl/QNudkkOzlCTlfRbkKmq6psTSaremNPvrdXwZPLoWggPM1vzOgODyo3iKP5hJAxXAS2yM7XnEuHzSNPlFjRtkS3h/BKir5Q7vpHLXWFByfOYdTFfjTaGZntlZ8XcMvn62VgSiCo9sXpDMEtwd5fSiTYeTzbJ9nXyFHZtuuO0i1eXAO/34sR45kce4ICqZ2Hz4EY4Xd+amm3KWNt5LXbwMg0PU+5fEVTKhxOIYxST+/MKXT+7/5TW29Mj4+RJwONByKpzPJP/zj6PRM8/Dojkd3/C60nunuLt39NqdaJK6WypOto9sRz1fc2ycNCHQyi5oDLOVNqUFo9NmOAHKGdkG8QMh8qZ1ij5ks4Tsz4emV+e7Z8/Tiv7lzXt3Y7x5d8PL6yZEo7c7OFJMTBQDj+FgKgu6N7xSa2BoJq4vjDcrSeVsiYzTZ+FIFjEem3sR1+aQmG1djJLv8fH9UDNjk8rHNdoonwM0XDOmMxman2x0Mn59rs1PhiUSKEkl+rsAvVXmzpaFY4+VBT8NUvWWfJ0XZirpQ10q+5jt0BUgmJ5a+vNoxH1+lLh9Tw5U5lqdB37B4d0wuZHTBt9vP1QXdmb4+UMfzvFhWmMiLqx1TrWvM11SdsX19Gh0v3d2xOVcVZYvgLPnVlmiyNI7m2nie7IijVJteHPFiNaq3gAtWSKEy3p1CQJfFDj1ZPoCrBo0AyJyukZwRZPYhIPfRVt0YC2en+otnb7Uv+Lov3J0ui0JJrtqEnEFSb26qDyWDtbI/lde7/JMLO8R4kL92TxlL0KsNtT+KpaZzBTgWN9Ph4wB32337+ZpIoQRHpW13THojUqgR4PBoLk3md6HTghsGZ4llqjsXXz8rQaBnx7SbZ+P2XDnbiBZH2KbBwVQEQNYfyyoNbixJAKUG2W12BfUOp9XnVtr080fLyYNhdiZrTGmlAbE+ZXQWmEAvjnT9kbLTUYxHpvHE0WobC0V5OiPC1LnSQADOmTx699FWbaJPn52LBa9RY/daqnZNl02K/QGGzYmTqhGFhRQK5POA9gm9XjqTDSOfenodNzt3QbkgPgcjdH+YAINqdiqdn7IKXZSoodqYmGqi0xd1tIJml4LjJ/X2QdlZMi9ejYMtr9gljo9EWOmELvn99+nTy1Cvb37/sfb4kpyt1Wc3us0F/+JR0Jqg1QVltCYUmth+geYQ15sR58es/oQyXXKBoONxdHahBGnuj/HDCbk3pPhD6A9/GQcbPp4T0jnU73FhILm8KBSHN6iBItOFw2qb/PDG9c1P8cGCOt1w4ALkysRyg9EdSnJ5shbjCLxMgwxWOle4I1EQGRxQuijossnGlqnwMCrk2n22CLnDlNbInCqIJHJEYyK1Dkt6mS6wIknsxgJw9NM7D1BVqbk7WtHffmP74XfBj99ZX96ru210fkz78kF/fcn77c+ey3PO3Y34/Xv9YkXbHv+PFMPrY/b5tfj6QTHfMFZnnPMH8f07+fsfdJ9/0dy+420uGSDHN6+y0ZrUHB5Mt4zNBW+4JIM0g/Z5QqjRZXcG4kKFHk0huxernfjjb0tOD0YKLhet27N5fAdnV27oW4DYjx/s5c7+2b1ifcl/863t5o1msmH+4e9Sn35UP37gPrzjXz/x/kfNmk8akOkffrUlywj4vTHcAXhfn/McfjReMyCCvvnGBK2ayIMQczsjBlb+o01N5g4gQFpdKFveP75SPH+wnd4oelN6NA1uiWS0odWRUa6GR3M8RYylDo0O5IshiKDgdeod5smlGRqz3Rc1u6KvFU+owDhwhCIkuw1Z7TvBCMCLIp5mBqL4bIkRy+C8EZQp42FsTDeKyVranXKuHu1Hl/p6n/b41tkf01pdwsfPgecXzw8/5Mdj+Xym87hQMc+LR0kuJ7aIGxzVw6O912fGEyibxk1G8u1aN51I1kvN/b3/7NTdaHAGI/rrB8v2VAK24Gs+dHahhuuMBb7YYTTHnJ84Kz1Rskqtj4XZGrW/kIbiWDkeLOV6nRYIo2zhEIAabEe6enD2ZFle6LsL8cmDBYTJ6EaBBBVMG42FOHyABoHRwueL8GwuSaHi01m7WgPbYhc5POJIQgs0LVXtgWdX6fF2D3htQySu0puoRgvd5eXBo0x2wOWB7WC6vQehKMCNIhg7UGOztztOH1VnwZUaptbQAUqXr8ojKSxTXaqo8Ia5/hg3lGIHEvRwmgGADKb560rZHbP7IJbjNwbGascATFqoGfJVfW8SaA/dwbjQH+WHk2Kd9QDU0BOmhxKsWIYDR6UFHK2PF9gGHwoWyfE605MmONP4cJUeLlNsUZRrMdI1SjS3H87sgjRjO2+LeGvgTyWKKIOVOlOjA7YvzszwsrfQdKa6aleltSKL5zBR4Bdb4tFGmygTgdZzFcZyaxrPsTX16607kWIn0jyIPb4oGzxHICHOlvWxrDiUJBcbomCYAuiayfGtDlSoMIGICzXCYMabbWTNPrPepYIWX9yrr56Up3f8kxtsmytI82QlWp8qjy50QBLgyLFZzR6v1RNiWeP7/GKNgm3yPta0Qd/X/PmFdHYubi8Y9Rm5u2H3VrzmmHN0YZvMDf2ertc1liuaSJQL1yieEKCPX5zLDff6Vjeesv767yrNzv7Pv8ReXhyNKq+Ul2QS4kRUFA5zXX6a3rYn1yGVFgVDrFRaHAqzwSu1u9bXd3WxDMGh0IBhpExWuuWJqtY/yDZQbYQKfdTbknJ99PCdMdNB43P26lbSWTMWlzJPAiWr+wALjTFvcqw6e3Q0hqLf/HbWbJl6A2OxwgVBmay5Z3eSDz+Y8g303a/ukxsx8GC9h9Wo90XR1aO21SOOZiyTGcHggW8xW7K6A0yg5ytmLIX+43+drU8oEIQicTQcCfIFmsUOaosVyJgs1K0+B1r2/NYMjQ6oeHwlA0yLJg+8QZBXKvC7N7RnceHUxkMwklzBvlCCp7NRoxPkCJDZzmPzkcYAfZoEAg3gsDmPx3OiWEIQinBiSV4gTLM6kS98mEiTPEF0dm1JFbByR4/vTef3sn/9j6P/9N9WqTw63tLuLji//8Xbb6O//mN0u6C8fdXc38lXS9rlteTtR/PNvWo0pWyOeY9vTHfP2sUJ++xedPtGCgL9wx8sj59EQNBYwZePOjAWsRzCyte2UboMrYQ7vdZidedW+lKVo9Ric+7Xj9btuRp6zHCiTyS5mYzM4yWHY/gCaEeXLtWg//v/+3T1onr9xvrrX6ekenT7VlPr7fsT6Jc/2pdnu5MNmh/h2iN0fEV/eMWyzf3rf2pXemh9wQRyB6x4+mB0hwCoMaMA5+AJo0AcK/KSr2LZ4FL5w0T2MFMkQsv/Kc1FZ0ydH/Ee3lpB1CBYfvw2CZjcGQotDgTnbHag42vNyY360/eR0UJUqlOPzs0QaeC3oM6ZPGM8Mz4+Z49P/dE4zWJDgRA5V5T1R9ZCRQhhOFME3T/0x1CtR00WDn7/V+3hUjDZiEGdtRas/wANDSbwIcznV0c2t/fyEur3pF73TjHPj4RI0TC5XhOEQ7up9O5sLry+00bjqNdljYaCyRhLGwLv/+674vWVt1ylTBbsn36NPL23wjcCt9ub8LLlw/ZQaHYhdwQ/WJqyNa4vdRAvkwED0xViuUUPxrCs690B1+NHrS4D/M1oJXz67P3pL8rDjcodQ9UBJ9+iBVKH47XL5RdK5BSegKTS8CVyGo6ADg4Rl8cQS+lqHVsgxjG5SKmlmB0sk51p9/CAITxBcbZoC8XUKi1JbSCZbUyFmqBWkxWKAxi//iA+mSUBWhZrHKMVKfVgYlSJnKI1cM22kcVx+PI+W2qoal0LqLPOQrC4KM4ADYBabcakGWylQrentxKNdqIvyinUdaWGJZ5VK7SHWhMpXQAwtwHRh+LyUsMWTcsdPoY7xMTWwGVEEAn8MU66IA8mOM4YMVhgOhNEuQ2p3ChU5uS6kliFGS1QwHMEU/twgATnm6xonmT1I3/yoNDidmYqd3QHflJs88xeiGpMM/izvgaMbLosydcl/gT+7NFdH/EGM0W2TB/N1L2hYrWynV2Esbn4JAccQyDOhqgTzyvqPWuuJg+liMkird5UjKe2SJwE6vzhG2w9bgDjA9XZjaHZp5ebxOWx9PbFdPGgBCq6flbBS7DgAHarE9XxpX66xl5iMyFD/tcyssb2gJevEBdb1c2TA/peurbXmtPHJ4L+htXd0EenPIDU2oB5cedZrC39nqFR00ZjPIsF53CQ4nEhxPCD+ZI3GHPmK/H9k7E/IhfK6O7eDhBRyErSMZnNCl2faLAeSLTY5LIriAPjX6lr8kWl202FTwFTAPposiCPf0djwBKInN2qQSxGm93R0U6igYZnpOkFNddFGWxrBrWzxOrSlgbUaOnAHUfh/GFnoVheWqtDIZhBnWGnUtENhtZCGUwBB7u19SgvtdH8hP7wTj9csG+f7eCOAcf+5h/bWHmnCSsUwW71AEf3RrRMAU1XgNWk/oRQaaHHt8rWAHXH+43u4cW1xWbH5ihBoxdbM7RIvcd++yXyw68lZxBtr6TF5kEktVdtCRZb+3hhKlTZ4QQhEGNpTASJAs8T4ih0xOICR+O5QmwwgGrb3QKxYkeuRaWmHljD4acFQmyFCv3+D2d8EVZ5IFPglmvcSGIfyBEc0OmNGjgdwsw3v7jffWeZrYnNOvrwovr5e9f3n61f3htP1sxeZ/fslN/t7HV7uNWWd3oh3RwLsMcTMXwLAPDmcH96RJ6fEt5+r7h/L4oXUGt08Gd/kwZjAWoIkJ6vI8Dn1pDsDiIQO+hq4LaKVRZ0mmwJuBK/3Bp0BiRXIDoDVWryozN7pnSwvZD99i9SDx8M3TkBdHl7LUhXUb6J4NPgaj59EHen6Pye8fF7fWuI/st/X2SKaLjYx5JxX9OX56yTO8nLF8vpnTxf3/PH0eWTPllCmcpub8YttYjNAQtwEs4HYG2+1t0+eW4eXR++jazPpOkSag5Ibz57Gj1KPItNxUxXqlyJGgjvpfL4d18C8yNBa0RfnapPb6y9iSyVp0aSxKe36cnS3B6opktbZ6ALhCkuLy6TF/36u20szna4dqD/+EO7gSiWNWW04J3dmNLF/TefAtj9hioJ/jswLITn3oixPZZAdF8s5d9/Xzo7dQ77uliE0u9qUwl6qcBdzHWhMJZO5JffxVq9PRgdgzENu1szZ5ttaL5U/PxrsT9mQvhcnHC//zX40+8TP/6ag0gDA2E4VwLTBFPUwdpcHUhOH/3Q4YEBU2VCtkIEGghFkd6EoJ8vjhSlBgmgvjNnFzqUyZF+cWYFL28PoVyDXe1qhLIdlZaj1goEIjqFtkOiIAaTwuHSNTqBQEwQSQl88R5ocTJnECv2nD5eteVyBwSlurPa8UpVB2LVvsXJpoIDVpGk0l2dHjU7crcfvfuclKmRy7evt+4mc7JKywLAq7cdgBAD7WZKklhW4vSz59t0OCkHvvaEWUwBlh8DjCOIPnwynYPlxZcod1U6slSJM1iY3qAMzgSGBowRcJlyDU6m3lcZcMG4GD7cEWBiEwseLPu+xUP1pTj5rsaXYStsSOHYFZuR2olybVk4R8tUOb7YvtmNYgVKbSAptUX5Bn92YgE5ThQZrbHK6PqaVqlEa46U3hg+WeSZXLsSDfInyLkGB6B7dqrNlCitvnS+MoL8zWbYlu5Umu9w49xBYjDJgjgRTPFTRakvRrZ4kDe6uzl2xZIUEPSff197+eCDnnN0qXj95AbWOb/Vn1zp5lvxdMNfn4mOr+GQ9CacYo1cazPWp2pAvdWJYnOmun91A03fv3iPL4ybU92bj5HbJ/dkJVmfq3pLbnNG6yyZzRmlMSet7+SXb8zjrezy3tvuyaMRmt9L8QcYwMQgg8slVuaO2+tzK2C7RvyLS3DWwlJlv1QiOWwoGRdEgiKrher0MsAOuGI0f4YeSlPAdeZLYCo5KhW2HkUiQlYLarWxIonQybYXcggszRFanOxv74iNJVreMzb3nNYSVxntD484g40gXcdnW9RQDged1RreSZTZ5Z4sVmRC+zrdtGhUnEoLowlyPLNX7eCnW9bmgt+f0aCxvCGsyDkAaaaI+zf/PC7UsCz7yTSqtfef3po3J5JCZQdkGrB6tqb3JrjHt+r2cHd1zC63DmZLGeg4fKxUjiVfDydwNg/anBt++8fm4li5uZCX2yRXAFvdAaM9WeCm8vRwiiJWIYEM6UxMp0dptAg1epZYjsOTEYODQKYlyn2+BAnlyBVgAWjwJCgSEyrV6Kef1zDwnB58KscG1gvFdjMFcrqAaw1o4Ou3l6LuFD/ekO+fFSDQrw+qH744Pn+0vH3RL6aUegXNptR8AZXKWF6hbh/LwNkbUFs9SiqHwEGDYkK4Wp3TPvyoffOtOpxGoRQ6vZXMjzmgdKDLgzm93NqDyO8No7tn/+bECh0ORHl1rAUt6E8kj6+xycxqse6GI4xMjgtNWm7i4XO+/cV3ei8pd9HijNOe4lIV1F+S22NCe3wI4FztYvVzf/q9e3lM/fyDNVdCjR66fBGdPAoHK0pjQpif8IcbbrVDK3XooMuBFPJi6z0PshUcVpiuJ8oUmeOZ/ujUARQMBh+6daVFKTVwF/e6xbGo1iXkq4eNLqvW4iYyRHAe8OTpnWd5ArGB05+Jah1eKH7oC0O0Ywym+nJDlCvxSzVxOsd3BQhgWQplxf1DKRCkOt27CeioVqS3YOv5suXd0UIAcb3UIMAjCDQMKuhLbz8EHx7ttQY+k8Uqc3c6vLvbQKXMDQdxnZayXOSlU5RGgxOJomIFW6BSa6NaC7gbtz5lL7bs4YQLWHN+rbp51AKn//U/Vl8+mX/zZ0lgYeCmn36tZMvU46tAuSMnclCmznZG0S9/3asNuXwVenjrz9dIyczueCYezAS5Cq5Qw8HXHB+JMg0CQGKxJXSGvxaGTx46gwQQQSZnVyimSWRMNu8QT0QE4j6LTRVKyBzBrtbIAGUEXHUFeFgS/Yig2nbavGyHn+uNiHRWstnFsLiZdC4ikBGPj5wuHBAlWMnRXArs3O5roml+pWmsd+3xrNzhp9r9BE+I4g6SA3EedOxCzeL0c6VqBAd8CLAzEL3TK1HrGeApyXTEF+/I1RSpkiSWE76eDFumIvNE+yIZXqWjAs4brFQ4H52NqDDsq00EsWqXJ8WS0jkinHRDG8iKDF6SwU9ROXFGHynfVuudqNSS13sqT/hQbcFSP0Kc6y/M8QLTHtgdb6yJIguei9QIGgqE2+bfSZX4/jjN6ESBJClTYwI+n9zb2kPpfGM6PnOuj+zTiaXRUkP8ttj3smVxPM8zu7DMqFYvzhMlxAvE3lxWrnOaXdFsrTy+1IKUbc5lWJaxG92bTz7oipf35vWpcnUiA9U+uZYfXcpXx5reWDiYirCtgxcaCPmLIxlA5Pmt8fGt9+QSq0H++MZ//eCcrRXbC91oKwRF/ub3iYfPzuaC2lzQNzea41tTdyzNFVmxKDWV5GZzsnxB0WgaJ1MvatR5lTKr0xUPR7JOjwsyXamSLRZkNqNQgOl1MY0mgjNAD6a4oQIb3MfZY7DSlQzmlnRObDYfelwUl42Qy3AuLizvPnk2p8K7Z/XtsxRc8Nkt6emzcHZFXtwyN/eC4TGjOiK1ZpzmRBDNE/wpnCtxaPTtKO1I59qxBolGL15p3DGayAY90eEkhiIkGMOgmPna7vGlutygxlJ4gRh5/YdODybT//bfz8B0NJrURBKImPvlB+/xuSxf3s2XDouVw69ZphhXT4p6f+/mWZ+t7sGYBE/ncO3SGEgsR07fDgj9ZKV7fBtvDQTYjfUmxe7b40uRUIYsbrwnjAffFEnzNSYcV7hDpqF9HAIjqTFQNUYyR4jIDCyXk8ZIVBsP4T1y7S6FhRwuMpuLjk+TJusO0LrDs2t1ILsbRZM4rHLwgDU/EraGxFQJdSa414/Gdmvn5lL27tX0/KS7vlQM+6QK/KpL7HRIoxFjMuMORszegD6asAdDdr1FzlV3Ku3D5SlvuCLev5d++dlWbGLgfHqj+PCdtz9jukNY0a9CfbdYx0PcPr10TBbqwVT6dV6MHc/sFms0QObXd3mzFbU6WHYkwEygV7Cuv/lDBKS50ELtCTFeRMkiOroSz7b8zoRY7aBaF5sW+OPfpq7vZc3uTrUJcHoAoL26EbZn9GIP35oyq0N6rg4CzY3lcYH0LjAOONB4AR8rEENJcqEuafU09aY8GDmEqzmaKcsNBjj9WoeWq+zVOqRmn1mokiOJw0icUKoKBmMVlqzgWLm9MK5PzeUGz+7BImg4TnH49/0xUjhF80WJVve+xXPojzJTBcnlVSYeY3jc+7EYIRgGTmS+vPV9+iZyeqmEA4i13WM+v/EWyrjBWPC//u9X//5flgDIWDGdDmM6lb5/Hy8W6DAoSkVmryvx+1A0iqWuBoE+OmeOFjvDxc5gtQf8cXIj+vBdABq80sG2iS6O+Y0+/g9/mx2vWABT//gv21qbXWqwSi1husL+s79fhPNEkw/bmvzNr6Vck/Lj78rNAWd9pH7zPlQHyMjvgjUuNPDDjSBWPHBFdlxhnM2PfHEcuHWtFVsHRqIhsHEmq0StY5KoCDQa9FqppUFXNNnpDh/H6WeqjDtcKar1LYWG3uqlcCQIgoEryo4V5dYATaTCJrJ5Aqx2D/QKrMLnEPQXnV6GhnN3s2eLZsQmJ0Fn3bX58CDQrgAlkhbmqhqbh2G0k8VKRGZiqx3gSSCidvsVcCZMDqIykUByqNKyNHqOxsC0OIRmu0CpoQPXw+kZ7Vyrm+8KivQ2Cl+O7VaTG3FMMZb0TqYnKCwEZ1QIh9HLNPhYahdZ7yaHcxK5AZXbmunaXajJHAE8dE54rPXUoKfVnrLcVty9yUu1KFsTuiOHxZbY5EZf05MKQcfjBawQ+GAtu3nrWx6bTy69Z5e+5cY+6BtLZXkwRIOBGc0w/XGKwoBYEmzxoid6UGzR15e6SBJho+ZaCyMIev7zB8fVgwnA+ZufsLiLzTJvsJuBQMog09gq4Uvz8gjLCwoWDX7YHTO/2jXdn4pzA0FDBz6/sZ1cWucbDXTjwUp8/db+y19XvvwuMT4VNees+blydaHPlsnJDDmXYzXq8nbHUKtrS2VluaJCkRAxk2JuNo7l0hyLH+YLlFaLZzYhvQ55XESbjWQwHdp9FHuY7IjjwlX68aM/mCH4oiSlBlvRYTXumw0oFNw/v9S8vjeO54TtOfP8hjWYobsXzofv1etbVmtF7G8Z/Q032ySmqsRkmQbgrLQhg3/H6D9QWJFIj8R6JNHtQ1xlMpFUsgP/NxylgaiFEyiW3smWSDCkLTYkFCGPl+r1Ezp9xc+/r2KLxoZ8nx/LVX/9oBlOGSDQkRiW7ro1YAwX2AqEfAM9fXDGczvhFIIRbnPsanXYRAfglTd0MFubF1ur1YvcUZSpUiIpFvQ/QGajAw84L1Rhe2qAi0WyfaADQBUWD2PnXRxyB0TgOhVaPGCLPyrWWUgK3YFUiTw+GkSReksbjNANFiwMuHwIxMgLYX+m3Z4ZivXDeA67jXb5qDi5FPaGpM1WeHYu3x6JZjNOp0fugMOdcWczwcmper2RDUe88UQwnYlGY/54hqXCgh6wPpMUGlhVqm9/6wG3BeB8+aC7f2MBjbN7McoG6oQwDhBXabBTOWK1RQdMSxd3wTSAtW/2eMUqA74ImHSVDrtbNZzzu1PSf/2/ztcXwt6cNlqzQmkUy2LJuMcrbntEqnfRYL53cSf6/V8mjk4FpSoo3eH5jSxdx5LzdRaC7kI82ipKXbYntucKHzhDuzBOLF5kcKFUhQ4/VBpROMl1uAn+ACWZZs1X1tuHaL0ltDrhQiCsqtmQ2R3x45kDj38nmWY2Wsp2TwmsPZzJbp5Cbz5mt2eeVI7j8OzZvHsSNXKHcPEcyx0m6KAvOXahlzp91P7AFgyQwiFSr6dYrlWzpSST34N4XG/j3n1yywG4KvjvfkzGkqg74P7wU+Ef/nHmAUxpkv/8j7Xvvk8dHWu7XW4P2qdIXK/VHg+2fBNavjsgrk8ol4+skzv65OhwsiXcv9Xevpgq7f3WeO+nP/g7Y+rpjXp7Ifnxd0kgpmQON5wqZhtdf47tA6yPpfNzc6R48PRN9PLF7U1AQLU8fwh995v86YUxlT/oTXiLIwUYjnKXEs7tQrvBl3KGDjNVQbbG90SIBhuBK0ISBd4f1gC6YsmR6bt6Ez8YUwBS6G3YILV5iXr7jtG9e3qfTJaF9jCRzEd0MYqVBOW+1pukO0NkaCLV1+LxQHYgIlcPwJji9bFncRRKFxRSDaJykFCBXCFytiwvNTSVtn609Mt12B4QUH8aByVyCpuHBZis0jKwaXHhARwyJUVn5IHFDEb0iYw1nrJ6/CqrQ2xzie1eMQh0IC7T2imgzmorwRHigzSzxEhtY1AFSKzDqW00OORWithIkBnxBhfV7KakS8p6x9wd26ebQKNvDiW53igtlGLm65IffjeL5bijlROEuzXW+eIEiGepMg9+BS1Waov6S9X2xnz9xjvfGjenzuXG2h2oK2VpKs33+kjgbhV6bAkK9EmpHtkD+9E8OVsntWcssJI//T51+6oD7rl50X77cxTG0ZuPkdcPYVDb3lgA3qg/EYHzGM0l44VstlYvtlqQ6ct7K8B1Z8TojLG0aNeP5os7C/A1vGeyVE6XmulStzgylLuM6pC5vFRfvtq394b1rW52pqr0mKUGA+C90RD1++puX1epyeMJDnhBFI+wI0Fap63tdbXJJLXdlg6HasBnnRY5HQd2B8HmJvviLGecZI3vhmuU/rFB7cRkSyTFRLyUF5Xz/G6bd3UjfXwjqXcQUMbZFX2xOXx8FTy8lZw8yDKt/cqANtzIU2WKP34QTJFh0HJVSOvesUdoWg9RoN/hKnb4ikOBFEchI4OO6nIxTOZdf2gf7EahwsQaFAKvHP4jKRiQOJ3kTI6zOdWDXb29dTqd2L7qzoBWru832pRIYr9S58XTuGKD0psxYzl0/eQIJMH47NTawkyO32wZfEEShYGUWkBv+/rM4wggVxhl66xUUao1E0VyZHJR7UG8yoKtfueIkVixA04Nhsef5tSYPFSq29UGgkqPjySVvohIqT8EsTZaKZm8xO3FFcuSTk/r9eOKFT749NlKm8jS+xNNbyKJ51Gmgk15XzyqBnP6cMrsDVlwtHv0aoPc6bNWa/nJua7eoMATUOdyhdRsMRpNOjzp9nnzjaoz5s+PJakyqvZ333xrO7lVDRbc8ZoHVJ6rHfZm3NWZ9PWz7/6NJ1clpXPUYHSvM+Kc3+rbQzq0WLFOBDl4+zm4OdNA8Etk96KpHb0V4+43n50gOud3mot7baaM3dwbzrmVOqEzoAymxPGS+J//z+3Tq6Ha2B9NGfXW4cs7hyuCUnViqcergwNbqJIVFlxclRnGIQqkGLbAgTOMK/dEviQR3KjVTfX4mOEwN5eXYpk3WupIjBqJUboDeb5CAXVudLlwtr4ArlASV2sq0PFoglwoc8YLE1De9iTYaOuCcabNc6AELEjTSm1ZPM+x+Q71jl2NdU+pQ2fnSZsZkYlY5xyNRM8vrssrQ6tDzBbQH/+qYHOgbo/xN3/b6fXZ44moVqPN5tLBkJuD3/5l+fnVls6i9x99sQSaLwWvbzzpzF42d3B5ZZotOatj8t0b/vNn2fSEcP9e9/jBmi4juAqXz7Lnz4Yvv4kuTuSuEJC1HuLi0Rk2rQRwqrGg5lg22GguXnylPrMyZCYqB9tbY6aM/+6Xwjc/5mDAt/rcyVJWalKjGRTNo3SN6IniAOssnn2w7aA4wSQtlhWDS4Nu5guL7R4O9EA6G5ls3HhWDlhq9R4ki7xCS5prCiN56vzMEciRfRmizIxkVpRu8asTZaLOybXFsSzLHdjLFLHyXb/+RQEel8fG9kCVq8gsTgJ0dZ4U2f2EYkMzmvvmm3BnYh2t3CJssf++yYnt1uuMXYmciicCnD8QSUlyFVWhpoFAg1jDYXNKIISEogYQaJtbanWJgaBVRpLFx9baSXLjgS3EiRa1Zh9PqMGprSwqH7Gle3IjDZ6L9GS+hiDREyVanCsoCMREgQg/V1bPjyLjVSBXVcdzolJL/fq51RgYT26SEg1qDg06OzbpDOqcKHIwjW4IOzPVyZ0b8Pn4ztoZyWDctbqKXIGXTLCiMRaont21DyEH4h8ctsB+ssSsDYSNEbu7YALSffuL7/xBOD0if/fbwPtvfUfnhu9/Lp9eWbA8cy0GwA2W1WiqAs3dnJgbHWypxvbMdHFr256rBzNOe0QFjQbTD6AN6twdYXnsWl3JaKobzbWRLLaUuzpgry4NyyvD/EIHpJ+rUyptBrYUry1stUX1lrRSk6Qy7ECIjBpls9/NsFtxkTA4O+V24+n1NCDQVityeQ6dHqI3xIwXhKEiK1QlV1fS4lAM8IttnAuRyyXR/XX8zWPsx+9Sb94oPn0nH0zRbLN3fc/ZnBBvHribM8bFs9GXRqkqeXZizpS57hAeepvJsycxIEuI6MlwjQG6QLfPlB1wxES+mCIRE30eqdPBBFg2WQBz1I2WApiXy0E8ID4D32EVKRW7Ls9+vkKKpNB332XdblSBb1gnFCp7k7kIuBvIC9A1lDgALQsl0Xir8MZgLFHSZYbNudfrm3MlgcaAEhnm2VW4OzHo7ShZIeUabIjSAMJ8IGgnJZJjJcps8EEqIxIpwMTtCqV7Di+/WLNV285Sw6bQYltFLU4maDrQDbxBrcd5A+RAiODxHfQGOr0RSz5baTJbPWG9I/OFDwFv8zUC6Gl7Qq32DltjSnPIgLGarRAKIKYFXLOHBZ7tibZSox6f6WczGYgICA0wHTyZL1VAlJHU3nAhKrdxhSY6vpHCp9V61NNbnTOIrZpoj1ndKWt9rhivJBoTisRxFgeW5Q40tzuhAVy3BjSI8/0ZY7blBuKoO2ZPlnKQ6cd39r/6t4133/juXi0Q/6ttYqmBq3ep4RhW3H00pzZ7e//P//thMmfliwgYv1jeO73QBlMoUiB54ngQ4lCG7o4StTasOj2WOda6Z3QdhjKs6kARK7B1tkPwGVodPhKWtFq2Wl0fCDJtdnwszm51VMUqq9piZQpUiMqhCBUUPJUWO10EUHB/kOD24f0haiItSOfE0TTfH6UCVCawwq/yQkMKkQD+kdqyqzHv/vrLulFVWEyoWuG8vAQenxzDMauI5dwg/P0/NECpn17s/9O/bu7u7Wfnxlgcy+35T/88Xaz4d4+64YTa7Bz+H//tPJlBb97bvv8p0unSAZ8fn1zzFXexJW/OyW++1UxPKE8fbef3OosHE+jXb0zHt6LtpQqA4Nuf8+UWrVSnvv+cCUR2K01+MHlo8aFMgwZaCfjsSaJCh9KccoMJdHZrPTo3wrCHwQ8j3+FHQFLBNJa3PlFkAQMBRAcSdG+MaPageJ6HraAw7VpcFJ0FxxIgBhfbzuoJ0wVKBBIzO7Ec33uP792pGs2f2w/kcXD487hIhZzpsEsjYQn0ZSqz+1EyT56sJMD7APtwlTdnpnyFpzVjexq0lp1olgeiDNAK6rzYRioddaYiBNI0Ovd8MXowwSm3DJGUDHq7QHII6mww83QmNjynMRGFjtVch+cSOUksI4oVJIWWJtOQePIdmeHQ6KEYvVRrkBnIKKwBgUCLBzmWGegiDUVr5xtcIoGGItRRVBa2WEPUWWkwsgwWotFKcAVYnjArVVAtjmOjpbczth9fpUBh8zUVV4q8UZLVt1sfYHtV4Ci2xN25+urV//QlBCLY6ImaPVm5Jown6bEoPZnipTOCeIodyzKrPXmmyvOnSIUWb3qi217rzp+1F4+Sq2fR8px09SL4/tcAVqJ7Kn56EwXGglHc7AomC/VibZrMDZtjx/1TvN2TgkADR69PtEDQ8yPhYI5VwpttREBFwNrdoSRfYlYbwvHMCKEiksWB1MC/O3/y9NfKUo/TGAtbY0G2QoRuU60zSmU68GWzI63WpeksG5UyplhQbNTtO+2EallVrSgScWY2wwGPGUvQnR48NhuVoLmShEDlsHWiUDkRS478cVokQYuGSb22ZD6WPT+a7h9Z3/+iODo/OL0igTQvNrira9Zyy9heG7D9hOG94coay3BMjj13mKJ3IleMEi4K/HmByk2kSxCRixg8Ek9IU8ohWghcTrbZfOj1E3IFPqC+wXCg19KEPLxeLZIKqTwu8gXAtjPGS+GHDyk7lvZMDOyJTSyOhGDbsZKXnj1P4HC8NoQz+/kmxRNDtYHYHd4DXYbPzJcFlab47Do4XVnsvh2glVjxMJDat/lJOitZayFbvbRQnlnsCAAG4bfeML9QtcMB4Jyvmn0RQbFuBbmRaw7MDobGiEG3VIlTaPbVOhRPUS12NJmbZEpsrVgiu//1ribb6kJmJ4AqcbjENrmmK9hiuHSV4I4giKv5KjWRw1VarMFMVmliuccurqzrtbbd5m42uulU3mqwT04suRLd4QOKEVS7lGgO/B2lNWKCFl89mRMFBIM8Uz4st0mp0m4sC24Ul8yQ1XpsVwjIcaGOQXGzT611IUiQG4P94YIx34pXx1rMtS14v/x57sO3oe25crISgaYP5/xmn+nygLpxxjNmqYr+6V8GswX/8lpXrRG6XUB+aiRD9MZJ0EoSLTJ7Ds0evNJ4oDET/zThqLHsR7K8RIkbzjJtvq9ZfSnI5xUOB8Fq1Wy1kg0GnM1G0BsgkBBCsX1QZ8DnYIgRCnHcbqrZcgAabTJjWwYkMqQGVwd+LsLwRWilljyWZ0Xy9FSFH8lxLF6CxU8BzJyOXTYTEnBRJLQ76AmrVfxoTP/pN6FafffsXFqt7b282H75JTfo87oddjq1O1/I/vN/ucGqvp4J18fssyvh//y/jadL0tuPpue3+k6PenKqfXh0Lta8s2vudHN4/0Ex3NKHa1FvIU5VDss9wtGN8OROUmoRb5/9Rjuqd7nLI12hSn18iVuc4JYY6SqNKkTlARvU+e2PiWyTGMggdwi1hlxoeRjbQwjDbXY8exjO7IazaHykKjQl2Kyrn5ypSANJCphxX5xk9x+Y3Qc2LxFIFgyEWImlhASAgNHUmSnXl7bVteni1Z1uU9RuFKvh3eCWRuzesSLZpeZGrNaRLNWm+uI74KYB9Kqdg88/Bgr1vbuXAKCD2oilp4CxWWwqWiNjtaurtc29sQv43R7YDacZkQy2mGS0cnojDKOdKFUdCKU4EGiTVWCwcOE5k7PL4e/xRPt88QGLuwNiTecgkZwg05MkugOlGRcpKEI5mcFD0WPTzWyxgcSSA8Aq5Aa2zi6CgyHBseVEpZnNl+O5YiRTH0qVO1IlUur3FbodT4g3XoaTBdl45QvEuQDUgPN2Hwk8br2vaY116Qof2g1kt9oXH93aQaDBqYyX2tFc3+zIs3luNiOoVNWtNrzU1rry2bGtNVbFS4zaQLK6NJ8+GM6flRePguU54fiO8vqN6s0Xy+m1drJUDsaqZkdcaXA7A+n6yLpY27p97Wxhe3hOXd4Et6e20Ryra4Wthj6TLk/EoyUHRlOtQ4MrO55rihUuUOZy7RrNzI2BJNdg9hbK7bVjuNXXx9LWRNocCdMlfKVJqzcZ5SqWGBqIu1IXgZIgh4lRyOoSMUHARw0FyQo5MujR6am/N1Rh+9bdO8CPGjuSWZAxhIpjpiWErROaH8M56RNJfC6Dr5QJ11ey6XLnwzeS02vqxS374kaI7R0/F29OJIOljC5GX4taST3hQ6kOmVxIbkT5jizfVQQKYokJd8hCB1REZuM4fAqbsyeT4bw+frVuqja0viBNq99RqQ+SCYtazlHLeQzKDoeFsjnJ5sT66bvUyZlZo0PrE8N4ocgUyCCILD52a84bIHoCuOPzQKpAiWZ2QaAHCw0gSaMrL1b4LhCyInO+sUHXBG1NlbDZUr0DTOVuKMmPZsSeCNUTP4wWyWCigRpAoN0Bgc3DCsbFuaommVc2+15/SOryCsIxudvPsTppVgdTb8Y5vGiy0mRKlLef0+4gAv9YbbOdfnCjIJe8fIUVTO0W6pTFmbY3FWLZfOIH8H9DKWKxyYvnKdkqq9zgwR/a3ag/kTRa7GQK1+kKyxVGLHrQ60vHC507vNPoCbJ1GLFgh/dGS/HLl2iysJetY4u3Zsea+ze+eAEbcoAPg6kasD1VQvMTfrG1m2/sTreCwZw5XFJ8MfT43gAajd2DPjeC7r/7EvjwOdQbciDUlaqE4zPtcCJ0uFCnx50veaXqzsOT9frG9Ld/1wX2PDrC1p+5QrsW39clmGpk8zEtbpZYeciT7EVSOjAiavNeJCtwhHDOELaQ4ICABIKdUEhRqVqtdhKJBrSF9GYS+GWzbd9owVIjwRX3+hkWK9loxJshBCqQRruv1WHBT6k9AKSyukhgxvtTezDJsHr3whl6JMN0BPChNGcwc0RBvl379Qr/88fcx/eJQv4ARPnP/pg9ORUPJ/TJnPHnf1n87a+F/oCzXMmenr0vr/5vv4uvNkIs1cEH0+qIuT5mnFxwz6+BlSjF8s7Zpe7mFlsg9PreuDymnz1I+2tmJI3yDerJjX6wYFd7+9cv+moHZAu7ydEdKeptXjJLcnoQEIA3euCN71+9CTUmoliJUB8LX75JOsLYsgSQ8qf3od5U5Aqg+VZ7fOnkyVEsf7A8M1baUpMTpYvC6cYJz72xQ0dwxxvDg1iDIgMeQf8EoJbrUbHNBwSZHqnbU16+TVxcKAo9stGPsj2CPYGaS8HmyZLqkECpB6dqX3YP5KDR50Ast/nRT39Izo8lP/y2qjEibxBv9x66g8RAjAaPVvdhJMZr9AzpEsfgQP2ZqT3SHV0GHz8UDXasTIdEtcMVIqH0APDZaOUp1DSFmmW0iANhndMjV2roTA5i8nbkGqrByTG6mfYgpzXzlft2nYuksOCw+4E2Gk+574oopXoaiLLMwMDRsTuHQjWZxsPWimA55XlIoyf4o2KHj2W0k/1RoTfMzRTU5YY+kuIl83zgaE8Yf3oXbgxV2Rq/MQSl1mSqnPHW8PgpfP7oOLmybc+t45kW29BUkXX7huncBliWqzCmR9rhWlPqcHtzxercNN7KenPG2Z1kdU57+qj6/Bvn7Yvh9tl5ev5Rr0AAAIAASURBVOnI5BnZAj1foHe64vXGPBppikVuuy2/vPR//1Pr7iUCUAXOqTNhby6UJzfa5amsP+dV2tTxUrk4MlWawvZAdXTmny5t20tXJEf0xHYbI+nmxnH66B0fadIVYrFBbY94vbEQQnWlxau1hckcw+ZGSKc6LBa1Hi/RYEbQq1Q69Pf/cOINoMs7Ryp/aHWieIZUrDMj2b1kZae3ZEdyaH0GEuABlwQh4usyI/XJpThVQF9+tB2d89cngvMrPWAXYBG23aNOa00FpR4pWkLx8q4/hQxOTPHtYTS/dKSqKoRHcMh0fIGCeUBGroCMykEmJ90V4m7OMjs45AuKYgmD0SRg0nfsVgWTgXwesUSCbu7STi/m6AMplK0yM2W+3IBlV0gWuM7AodO7F0tSag1ZocwKRFGqiKt1eCDWZjtqdIT9kXI0NYCJ+PSlEYzgoSGOLixAr9WWoNqSBKL4eIbSHUvrfQnYOqV+l8pCaiM+khaB1wNsgf7BEyKfT8bhQKjQL1chm33f56diS/SSe+CVGmPq7FRc7tL8CTTeaHVW1Bk6QPddQVwgSYqk6dg9eu+uK4ClPQzEWIEYI5ph5qqiYIJqtO9a3DvXDyE44WB8t9YRjObaYAyrNAZW1Bc7jBUo+a/ldwNJ5E2gcoe5uTZna9RCm7k6s8WL1K+JQXCu4GGjr87V2MBfsQK6eWt9/OQcrDm55l6mihzYaly0umBXegiEHrumr06NHl1emeIJFIuhXA63XCmurq2lEiWfx+dKO4+v1slcAOagXCM+vfinM43VAcy15wgcXj6Uj87LZBqiMpDdqUF74CdIVhfL5iXHclxwxywhlr2EykRaPd0fkQDqGl37BDbCMaA/sCrdgEJHsji42OItD9fhYbr9PK9XaLXzD/Gg2jK+iLizj5RaGrbYVrVXrttEMpTJybGqDgma2YHuXxLRLMXuQZOJwW5Fi7m+UmEcHxt//qVUqux//Mb37qPr/sWwOuZ3h5TZinf7aL5/sh+dar79NvObn4t399bNkfjuUXd+JZ2uaOc3kv6EBG8ezVi9Cevu0fbuS+jiRgOBrdTc782Yg5lgspaCL0mX0OM723jJ94WwFCK+4MFwop8ujGCe5EosKQ9PAhAtvHpO9Bd6dwQPlBcvsPEMrJzFxUOg0qN357ztlRnkEoQP5CaWI5ebXPgiqTxWuytTpA9mKmALRwAVm4LpkfXjj/VcnRfJUr77bavaFcLfrk7VMAoqHXxjSMjWEIzQYptU7OE7K3Zjxq4MmbUxN1WjeBMHwQwlnCFDn4S4vr6Wnj5oCw18ocZ4epuOpejpPKfalFfqimAYSwIcilB7A91yY82Vmc2eQmdGP/62O1rpt2euQl2cr6jzZUOj7csXnaDRQglRKueIxGyJjKnScvQmMLJib0iTLtrzNXuqaIjnVVEg6Kw0kpf7kkLQaL2TUurYTV7qLhlJdXih6hBPB8vF0dv5Ch1FINuLpvXgShkcYClzOClX6fYrDXt3EPX7xV4/HUww0BhQLTDy+txR7YrKHXGqzMnUhO2JvtbHKqb25pJ8/eDv/t3wzcd4vSWErwOj/vjcMVtjd/OmR/z2mJYs7jT67KsHz+bMksgejpfi6VrcHbPhEl/d2G/u3Nsjy9Gx7eLSs16Z+j3poC+7vnZ/+pS5uXLW6+zlka03UwMCd+eCwZo/PhJtrow3b7y1AR0UvzuTljtckJFSix/LUaGLwrX7msZkpz4SLM71g7WsPma3Z8L6kFMfcKs9PgztRIEeTJC8EYI7hEOlkmH/AJ1fRkC5wgn0X//7m3ZfBMQOp3h8qX18E7p9DGxO9YsjBdD+/RsLdNDNufTqEciLDf6o0ScuT0Tnd6pCA20vRb0pvT/l5spkuwvli/xUngnC0ZgwGlNyfYprzijp+qE/hUuUmZ2FLNfkyk07DKx6FpMtIhFZSKyl7BCxhTjRvGq8Tdy/7blDglBcqdCQmWzE4x8G/Fo6DZlNNHDHHz/1AFf7K16sBDjDz1TEX4v77gSTLJNjByC6P9S328piESsk0+iyExn8YCLvj2W9kTyZoYLlyRX4Hz83oglyILwXT+PcAQhRhGKVEYxiL1t9PsQxUE+7lynXHOgs0F40MJ5mFxrO3XQ6cjklLAbyeriTsT2TZmfSXAhy4406UdlJVNHjF8fiQgWhyBnaTZeBkjhOP5ayttbT52sqq4f0FUMQIKHTy7C6iDYPDuDFH6X6wqx0UTpamj2RnUpH2B6rAPz9MUJnbACqMsPQrTAaI1mhxY3k8KkKFSjg4skfzhICKRz0S3fk0OgEJAeoJEKblDoC4LVwbnd0JBkdiaojcqVPqPSxaZbNhRx4cHXBBabeXuhWJ+Dj6NfX9nqV0W4Kqv8/Te/ZHFmSpek5gAgEQmuttdZaa6211gER0EAmgNSZVVnVoqprunpE93LHdjhGmu1yOVwjbUl+ovET+UPIf8LjWUaza7DISEQg4vo573nee92P19iDPn+zVrVarNVaWW8Tn97a1ju5L4iy5aPVqbbREUJhi2ZPEkVWtWMCbSVREIN1pDfKRBI8Odfh40B5K7cVrhC++6Q3M36bPO4IsIstdbGr9iTZEvMhW4G4cqJUw1KbeQYLFyRYZyKZbXSTlaXRMX1BA4mMaEyC2a6Uqel0Lp7URaIhm52RL+geHqpmKypWuEYrAlS5uvVnMrT1ynK5dzcanMVC9eW75M29eThlZwro7pXh57/PvXxyd0aMcpO4OlO8/RR9eQn/9FPtzdvgdCYYT1ndAbnWPpgsmaM5fXchXZyK8FKFG+3uUjOc8/tTbiiBFjtJtU2erET3L5blmWi4YCdyaLUzu33I4zvcX4VbXUU4Su709FoDgtE0OY9sviOL50CswpMHTE4ilCupFl0/h2sjFrDLYq+H4QMr4IuRLU7s7TJ5GrzhxbWz1uL2JgpAKrBW81PL9sb94XeV0Ubfnsr+7m+D8wfb599lXr33QDLWe4TejNSZkHK1o0gOxUuov+Gu73TbewsIQanDdwQPbb4DwCNwk5UBZXOnXF8ronkEzgkQr9oQV2qSRkvZ6miLBUk4RIlGKKUSb7W15EvMclWsVAO0RXNldqHKBa3AF5qigkzeEEvqVDo6X0QSidkcLp0nIAvFVImcJpGfCKQEkeJQayE7A7z+PNQcuvqrUHvms4dYAjWy+OnFjqncM1v8QJQSjY0iUCJHUOIOSuM5vcp44o1IQaAhYEJxJUC0w0OHkpDP210uHgBlscJudbijuXR1qp+sNPk6uwDSVmEX2mKA6HJHmihQCk1auoS++0N0tlYmMmAKhY22aHOuX5/L33yxj1YUvKnNTnB2bRjOZHgSRU8K8n3z4Dvd284u7a9eR66uPcORstuTlopMfBTokBe7jf7l2f/q3j7HrdC07Yl6tFWfPhj3z8bllbK7kDTG/N5KsH+ynj3Yh2tNZ6as9kXw8RojGVQReFDqcDtz8WAj6S7xb45PpZ25CCS7OZbVh9JKVwaFHOIhkKQgv59psx/MlhZw/f/6H1e3r23/8d/2oNSRFDq9Ur/5GN2cmfsT0eml8eaVdbOXzbb8izs1hObptbI9ojb6pO2l7P33nk+/87794gLthjg22cGYIOBTsE6x/GGxSwKBnl+K5pfSYoeerHAGK+vqyhlIk8HLCGSAvVKRkk7jIZWZQWahYFKit58kCkqDDTyXwBcW60x0Kh2ZLLxsxi4QILkMBQKs778OATSmZ5J8mwgCnalIQaDhcAboagP+AOOpLZPmhsPE0z1QAL4UO1vphxN1u6dMplnVuiKd5V3dxICg+yOl24/8EVRt4ht639Z5A7+IWn0piGayIAdjZfPQbD4iZFoix1ufRyVS5PWKeVxkNBLbHUOtIc8XRRC4iQJ1vFM9fx/KNAgWP4IhCacZLCG+n2N1cVIFVXNgS5eUauMBW4g31ZWqEEi/3nYIbG4PHOB7XyXZYO4G2gLWBhaAceJIUbrCX+19eJ9jB6r25LNTR6EpgFIMvNydq0cbA5CRN0YsNCWuENERIKZKYrvvJJCgA5o5Ab767M2Nab5Xt2acYuc4lEFnN2YQ5cGSMdlyzu90pSYZRny1UV9fu7otcacl93nhq+EWVOXKycsbz2LL/vyD5/V7R2eE12T3p/x6h5UtkyNZQrkjBiEGVGTxEJt3wOETgKfge7mCDH+cBh/JEyFrzCiZM3iDslLDlq/rUmVJIMOyhalaJ0lmoIo1dCjSSuO3Dm0KPEtdayBp9BSJ7PiYjE6oiC+mMLmHZAaye4WRpJrFR5WqLZ6QTaf+QIj89CYLPml1aoUEq9eFi7kxl6UuF/rZTBGOoFaXUa4R231qb8Ro9umgrZ0RZ3epe/XGD+H96VPmX/5l84//2NtfGgZD9nDMGs/Z61PR47P53ScPqPnzB8/Te/d2r5xAyt3px0v++++C4SSC4+Wj9/JBByzWm/Ag/1+/ZP7dv7/4l3+9/cPPg3/7L+//x//po1wFIKz61u+Q0Ju6x8toJKlUaIk0DoJKf/smCikKyNKeiYptfq2nLrdVxSooiBO49fVLAsTRGwSJPwTzVOtJ13vXcGXc3XrAv4822vc/ZK+eXJ9+TD++g3fmV9pH/TlleynpTL7tbAICveavbw2bO8v8wpCpsfR2PKtMqELh7HF/LVzfKqdnokQJ9zzyxwnn14FWTx2KkO1OvDDY4yPmslxw8Yk0BTyTP3hsMKGru/h87Ty9CPdHVoeXanPRQ1FZICxTaikC8bFQTGOyj5UaPPdOo2eZbHyFjiKQQ0Gi5+uml8+jZFERyYgLDb0rxPRE2LGcVGc/TFRk4bwwUZCrzYcq05HRSREqUSAhtnvZeitZqSN8YyMq8E0yJ80UlW4Px+YghyJ4B+fhWHR+bdlemAo1Rq7OANUrtjn1sXS8NdYGYnw7rkYCc/P5x/hv62nBN3eHsvMb4/Ur/Q9/Cm4ueVDSQL5Or7StPrdQobd6YlDn12+it4/+/Y3rBk71XJ3NURJJYqXM7nWl85l2s9HdXNvevQ19+hh5+y4035ggAfsr2e7ecP3WsrlTtWfCQps+OZPdf/DcvvXjvk5TWaUnrPREkKedmWp6aoInmxN+uU9tzViTM8niUtUY82pDbrUvaI7loPi1viJV5oAPRjo9Gk3M8Omf3gWBFL78PoJbu7XJ57fq29cWYGf4bout9vl96M2nEEj27kp++aB9/uh6+wVH5+JUePuk/+Ovqcd3RpBpkO9ahxJJ4rZkZ3sf1FtXGEXBcw1J0wsRFIpIjuhLULoze6LE9capwBHARGLFidbKk2mOmQJEpKNUSa00otEqKNXgFXoseJICgksPhBWJhM5ipfH5AFDEu4dMJEnsLbkghckSEzQCXiXXI72VBP7X6aZUa5pQkOr3EfpjRTxzaLKh8VxjsaFEit1sGTbbcCgMaID3B7h/FYFMAIPT7ApAo2MpYjh+mMgQE1myP0YG6QdL7grSHQFSKMUu1BTNnjUYEnl9fLEImc3EckURT7LAGFab8tHSagsgSAmoh/7kkTN0dETBK69cPrHFwbd5WO4gGxQZpJkrwrdBaGykNZOAqgwO5I4cBVPUREHY6JvhzLQn+nRZJMaTUk8aA22yyAP5hsRujw0g1iDcUI2sPnw1A7A6WeKG0jRIctBEZ/AkluN/W25wDCiRqTEBtOOlY08c91kHLzZYScEYtgaiXJVYbh9XOuRAHO8J1Gxz7DYUCREvzvzAoQChhSLR5Ua5AhrNya/f6j989V7caboTOhBosU4qNaEqoHyTg9cLgL2wHP+2uSeFgcukN0oxOFEgeeKOEP0x1mKXGUyjV4+l6daXa8gckROd50DvJtsCUnfEqLfJ9HaRxkiWqLBA64wnOiNFoT4WSI74IiI6QnzJcSCqg1InUqCPX9ceLzeRlJvMB5++tB+fUl9/VwectzpQqyW7v42CG03ECQ4HKpfJ6526XCO9/RAeToRQg0NxBMBxfm0bTKWx1NGgL3t6HX18DFQqlADEQAaVqoRsEY1mnPGc2x0zh3O8VWCmDCYG1bpggUV3T3ZvGPdBBFlsDWjwO4OpyGxH3YEynWPWW9LR1AAPIK1uHwqvXnrZshGqezyrLNWdqZw9lrQlsyaT6+DmJXL55Cr1aNkGLV1l5mriWkczW9kv78KrreNs78mX2Bo9iqYooTgpkWfXe4p0hZtv8FsTRW0gbAwF9SFnvJINlwLwBCDQ3Qnl8kG9ulCGs6g1wW3SamNeocOCtI/mqBA5KhPu1gDFYLHXgZ0abcSNETdXY5VbEl+I6AsdQwwDteQLklSGC2Lt9R/NV9ZqXQpPQrJ0erZq3ZAvqvxBjjfIc3gAoiXBiFxvZik1dIWaBbVZa2BLlccGCzuW0icL+kBcmqsZVxfJctukdxxla8pqz8gU4Ss8maoqlBYAcESyvExVYXQRXWGGyU0gQhkOkCNpIRQ2rZlodeOOvp4wq9k3pgoiu4voC1IKZVZ7IACeeHj2AUH6o6g5ErZngK7C7lK+ubaPtzo4PxDn98+uj98nBxM55P7uwg5OGgzQ8kxwcY/3iju7FbeGZNwCaaeZLNS5EhXYGdQZ991f6xZLbbPFA3VOZ072F67np9iXL7mPH5NPr32vHp1v3ng+fI49vktMdkYAoDbU9VsFQDSMKRzLK/X1GwdQEXyq1kTaGIlBoEGdh2vd+so2OVXnW9RskzjcCje3mtmFrNwHP4FrDEB0f4mpPFPlgRtG6Sy7Uhd8+poOxtG//qdhuoyvqZWaBw9vTMDL4wW+3AEC/W26tXJzAdabt9mLX72zff/H6Iev/rtn06t3lu//GP76c+g//y+rq0ddpXXSGfJDsQOnBy+0xZu71FBtRBtsgOGF7siBxU3MVnDDWXwYSXL1sVB6CFYIMpMjgjQQAGuAE1yexZR4T1+6AoYnwE2l1V4fz2AkZXJKsQRviLVYOYZzdW1Aj5cPAB7BSEo0eI49qJ5MeVgqm5NJaTzKT6dwJwpQ21KdDvhsNGH6zmbV/b7bZDoMhmgqDbq5D4JAZ4p4sZ8ngEDKId8Ah4HQ3aHDUIoey3H9cYYvRk8Vpam8DPChUNEbLCS5Es8ryJekdteBx3/88Uu7WJdDkejNdbWBJJyhRzJs3LsgJIokjHozB/BQoTtU6o9AyMC7KbUnQIUmBwX0C8Q3XmBGsniVrStItfsP83WJ2X2oMKBqV1fv61whUjiNOag5NEw2bhBimQ5PszW7sV8GtAdwBgRzhynwpCdM11mBjBiuMCGUPgHfNFhpwWdBJS932JHM8XBqypX4zb641mX5YyA9dLCK6Qw5n+Vk0+zp2FAsMZNpfLk5V0S4i2YRTdfUh7eG/YOi0SemiiiVP4znDnwJFMoeTLaW0cqOP60evg4NXFEoxfREDxV4tulhMEWOZjmDWQAMRDzHBgc32tgHG1euo7aH2VI9hSsjay0So1NksFLlWrx0XmUgaE0nasOJJyCfryvekAYR4XmC3kZV6FA0Lefj1v6aSlX7y59Xra4C2Bns2mCs+etfN3YrardES8iuJhtkt9ag/x//54dwFMUTh7kSpqThVAU1u92XgOEF3L6/C796jCwWmm6Xv91q91eWyVyyPdOud0qwg6DIUJOAPNqjk+mGA7qcq+DNwIDB20MmcDQQCbhPqOhff9cEVc3kGcUKFzT67fvyw+tipWEv1UHQhRIlAuWy2GVOt8HmlNm8eOeRtz+kwNuGswQ4S0CyqYIgmWUXy8JsnjuamPJ57rclf87RzBLLsuCAMgwGFEaz3OU5Izi5ohm8ngicQWtIqXYI8DlnO8AgND9X9VfSdJ2arNK/dWqWWL0EiMxgkjZYGnDT/RELDoD37lQ5WVsDccwiEMM256HTQ4qnuI22ZjKzDscmgBiPlxwMss0WiscjUKtJ4GKDEandzXL7ed6A0GhlgUbrTGyhlCCWHzJ5eC1uOCmvdRzlprlQ19V7ptHSy5MhoA2IT0j8eE7UGlrlOtwaNFeTVrsaCO94ngPYgdcQ9hWZihAi3+I+8UU5EFTBBGe8duSqwniaka9whjPZcqc+vzQ+PAcWG6PTDxmn6MylePeAEXd2rgdEnWxVFw+O4Uyy3OlAeYdTvJi2UDsG05+vw+8TVnvW4ozdHlFgHBdb1WytbnT4oMtnl87FRg9O+ttW3IJOV7zemJ6eYx8/5X74sfzxc+rmxr5cydYb2f7a+PpjAopBoU2rj+nbe9XLD/6vfy7+/Nf2/skMBwxBpc+d7PTLvaU9xRc64DGc/PqIC6pV6p0AcZ+90g02gtaMB0zdXcjg3RYXNmwC+rJUmYUaHeHTu0gyjzuQffjB+f6rfXsl2F2LcYucCQ3vsnXv6gzEgShKZAEZhPB9xivWxZ0adPz9976XT667Z8P+XlVuo08/+mtdYqF2eHlnA78QCKNyk5ssEzoL3m/qXO4KQVbMTrInJDDYTqhs3MsinjYYbQwiFYGQgaxMNt7ezA6KAxjIEuG5RImsZHUajyclRvMhi4MGI5dWh3wB4mJtu3rwN8ecdO3EHjiAURSpkFh1IFORVRpaNKp02Bk+N8PtgqqOuymVG4x4ilyr64MBkVyGTEaySIRSaaFaC4mtypdpUGYrDW4ggoCg82VGocKstgRu3PoWT3KKZkFDGeGUwBtiiWRg2GUyNTKaD/wherYg9fhP3D7SL/9wypOCQWPOTz3wElDM5VmkPw16gmKbSyxVnoAuG2wUsG9qA7Ah4onwEphgHCyeMJxmpMq8aI6pt+EG082h7rcZfvBfyaIoVRLHskKD/QBAO12WgGQDyzv85FCS+1s/dahMEO7RjABeDs4D8h9vbp1hd6aGWJ4RSB4HUyRX+BCLdV/SnegyeZE3QC3VJKk81eREAGL3r8NmG1KrkFaNoKpFo6R0ltDu4WaY0SRq9Q+2e/abL5b7N9rhkjKY04Efi42TdJXwbd88Ldg3oCGoDZmyEj4VuAfQbpMHpSoMOLwxUijJhyGGX0gUT8Cqj7fOdF2qcRzThXgOj1BBM1h5Ng8DarNQjhdzqo1EvYVyftXiixGVhSIpgy8qE3z7L72V2O27Yglhf2CzOdBqa3N6oX7oL298m41DIUOLud7tRgYDenkJPrzy/K//+/Obt8lGU2Cy4sWTpapgujBPF8b+SB2LkJJxSqMubNT5mfRJpcwCaMpkSfEkKpRI0TQKJXCzgXqPgJelVBEg82Am2N9af/+n8mKnKDfJwGjjhQx8cSROKNe4//wv528/5FNZWm+oiafYNBbKVyzVtl1jwiCi0XMEQuYBAQXiXECqu3eh3hLbSmcYi1c4yUznucBMhZJgfxUZj0y5LH8wtHoD5FpHB46kMdK1ptrGSNadK7wJvBtGuUWLZfFa+dFCkKvij9roM/1J1F9IQbCKXX5jrNzd+EZrGwQJ5AhI4Whtqg9FiTIxUycX2sxik9ccqCB+nH5ioSxr9+C02HtDW7WhTGa4pbIccsRoPMhldUolKZO2u5xyh13sC8qwyzGRzHYYOLrdwwOPqDVRzE76b63v0iVlf+YBXS63NQAWqZLQHT4uteTltgJAHsI4X1eAz8tXpYkCN13igdmyB/FOfd82zbIXWjzwhd4oLZoROQOUbFUy3dmhMuF5zSPR5kJzeW+6uDKdXVlHU00oTqz1RMU2B85ktEiqDcT1oaQ1lqwvrWDlOwMp5DJQ5nav7U0Zm0thY4CmO2q2hioddP1Kv78zFmvkQpUM+DyYKH/rTQqvgio+mqnPzu2fvxQ+fMx9+JiFB5+/5J5eAvCnL/ba60fb4twEgAylbraX3H+0f/hj5Ltf8j/+pXz33gk03VkIGmP+xSv3/bvo7MwMn2qxN4Jqg23Kt0m9FW/3oFnfKrtL7uxCtboynN47zh88p3ee1aUDhgk4D10/OMxOYOcJnLVf/hr/5a/RaA799A+RxuDg5rXhy4+Z21fe/lgGhgKKDHwTIOjtlej0GvfRf3xr/viDDwS6N6UCX5zdyKE6AWWf3xjBSAJEZ0qUXIM836vHO1W6ykgUOXC6rS6WWk9xeQViGbK7+Jm8yWQjg3I5fIR8TWTzolxVVG7JA3FKpiQy4VtAcosdT8OyOo64PLQ9DZitqNmRr3f2yUq3vNA3JyJXiAiqBLomVh5J5CdaPUujOUkmVEEfV63Eeyml8yfRFF7hmk7LHTYuk46EAsTn4+bckLEAU1AtL66dMDyZPK0/Um7P7NOFfrLUBxKHoDKgbqCeoHp62xHEH7hsV5BhdBwmciKrmxiK87IlpclxuLmIuUNM+CQgrJvL8HjtMToIsYyiMwwrtRSR7ADw2eFjuQIcvBxGDup8FM/Kqx1DPM8DZA4kqCCpBvsRyFClo3QE8bQ/eCaYZAXibPiL8M5mFwGgAxQwkuYnC7JSU1/rWiptk8NPhRdC/QCBA6UGTgFLCymdrvAh9B3Bw3JHXmzKwA0EE5RggmpzkI2mY5vjGIyCL4IGc0mnrwBDYDYTZTLcA4vFxi1kc2VyroK605OLB9HdG/nb783nd+LOhADe8O5FU+sT6iNaY8KBKMw1qb4ksvpxzwQoZrEiMdM4juSPgNnjRYrVB9WCqzTiRm6VHh1QIlFmG70HIi243UOhksIVESwuQTQtxZ5Jj7cVBmMB4GlxsrlCYOdjnYUh1x25w7xyy5jIy/ZXuXCUGwhSGSx0uncA6ezv3N2hrNkUi4RQYEilEiUaRbOZ7PrW/utf+v/P//s//PTTIBA6NllAeYXdvi6Rwoueq2VRMc/brh2P9/FBX1kssFptUbsjzhdop+d4Y8lqmwykcnoj2V0L5qechxfny4fw9sLw5mPk3efY+bUZHPT7L4nPXwtAXpOFFiInniIBRD+9SScyLE+QsTyL13tWlgAdHCP4LioNz+oQFxt6OCfgfEtddrZBS5ZpEi1KFXmdgTZX4FUrkjcvxeurZK9j7vZsAhHqT51KvNWnuTs3xYr01kyRKJOihYPHt/5shVCskyYrCbBRpoTqPUa8cFRssUHOih1JuYu3PAZd9sc4zgANcDXfEMYKFPiLINOFFjeSpSSKrGwVIEAYiDHsXlIgive7KtaViTTvYp9cr6PRqHA+SwkFh6mEW6sSalRct1euUBNkKmSwkO0eTjIH1tmRKmhgBCEamwNbrWsE0lrvQ/25Bbi4NdRmK4JEnp0scOBrFhvSXEXiCR83uypvhFCs8cDV+eJwQtjtKQ/wv9hiJou0WI4NaAKfuTnSAlQCB8x36t6UDyJz+9oCLgegqjtQVxpSkI5MlRdIngTS5N+mysRzjGpXki2wJ3MDBMb6TLc8lS9O+S+fzaDOqz2j0kWDBfXtF8/9syNXPk5kDwCcixX2eKb9beJzdyDvDRXrnfXD58LLuyz47Ks73/O7+NtPifsn7809Xj3YncnhNLbn/OWV8vLFePXGfPXivH3nWd+ogY5BoAFMQaBv34RBoNtTxfbWMtrJeivR7EKxulZNz6WAz8OtGETy9N56/eLfv/It9zbAHRDo2akNX0r75R+LIK/rPe8PfwlB1bp6LXzznaHWQ6fXyvFC6vThObnTleri1tToUW6f9K8/mC8f1PBV4fGPf4q9fo87EhQb2G0V6uj9d8Gza0O2RDy9tKzODMkScX6hg4LviRJANWD8fks5m0MQjevLNbfDwxZJwLSypytTqkRvdKWXD9GXDwWNAZVqYqf34OYh6fIdqgEPE0yg3cvrCKj25tSx3FjDyaPbl9D83ALGDVIaKAAEWiwj6/Rco5H+cN8e9T1OO2G5sePJjBCRLSmdjmSSI5mEaNTTQIl6fXMgfAguqVzn4J81rj900GhLxjN9ocxLZAGcSWYvgiDO1oSgfVwxUumJQENWDxnQdbjwwJNOH609cgJQG+wEvhQssMETZuaqSn+MBYJe67hAi5XaE5BjjYkAL4QnAQOVOoI7IBgtA6OVG/BZbsATEINJhs1LVuJFH2iytQSSFACrbFUGwEXj4ItCYCzMbgR2FTQ6V1VDMtQ6tmbf2Z/6U0UFPGNyHhmdmJ2hSMCD+kCtNOFrINEsB4DF7j92B0mxDM/hZHq8PI0OX7cdzBTTNd5Y3mI90mqOdLqTdEodCrPzRf7uwgpoNt/xTm+Euxvees8FivSAoC/I4LQCSdScMM4eLeU+PZRD9THTFUUULtJYUXXI7C6xagPXeGK4ZdJwaevPdf05Z7BgtyfCfIPvS9A0dqJQdcCVHgmkBH8MapUZ/IHFcwCgDd42W9bDWYok1SYH+Nxjg51KYuKT8Oe/XoNmVRvaeJJ1euH2BtFkKQ+n0HihyGQp52eOy0vHcqmuVqmPj55//g+LdkfQ6ykGA91m5318nb9/zK423tnCfnruz6ZZ8Shlt3G/fSnUKkKzEQUCKF+ghyMHV9cuyMBykwSxvTjj/ibQ6eLBbm/OFEmnl6b/8N+tXr0J1NrsUp2eLVJevUQAvtanFijtoehhpc5bbO3wabtTS29mhbIK4w6lncpEfAleMA2W3xXB+4NUBzygMJ0dVTuKWIpuhFF2oJvrxMtz5elV7fPncSojbfZsx3SUa8iKbZnGjrJNdrJyEi0c/v1/0y/UybE0Gs0ltQ6t0joZLcX1AT9dZpTakliB44qceCJkCBtvhJ2vaYFJgWbckaNyR7y+wis1ojk6CGi5rQKvZvUcay0IikoiL3X6yTwJCoY5oRAPvGaz4aGQUakQ8brMkZDNF1CptHghidVJCyflvUlod5mb76LuEKM5sAwWzkxFnC7jDcgHS1OiyPCDvWiLQDEzFXamzE3lmcksnio3W1sTWfLlve/xTWiz177+7L18Mo62wkKLWu3xM1UBvEl3ahqtLYOVdnVlXl/o2mPWfCe8eWVebpTVJq/d1YxnznxVDhkHKRkvQPHTYVsZokRSrHiSMZzo621Bo8vKljEyXz7KsDQvj/cP0ueP9vsXy/pc3RsL8CaieUowctRoy8D9wM9aUwJmq9VVXFwFNqcueFCpC0C7AQiAx3tjYWvIG6/xjBp8dWLJ72+43RV7tFWsr431MX2444NwN8a8xV6/vrL1FurmWHb+6Fhcanb3pvsPvvNX5taMA/Q9PVf2VzL4doDP6ysHnqPVETeGKvjWuK37w1vD9Wv1zZPq978GH98regt0dscBaKr3SOUGFWKx0mTub213T/buhP7r34rrveDnv8/gBQ4rzg8/x5uDk8e3VqCMb1vMsaGybS5UjR6j1mbUe2wIvnKfD3QAxRBMrlSNCmWL3kSHwU6lTJ2uz+Gigkzkyuz5WtebSCC+6x2R3YWSGer5pb/elDtcqFKTwM9onArnq9NXgTkFgV6sLd2RCgx7c6S0+Y4IVPStkyENHSG1lgEq8/PP+0JOkUpy/+f/+h5q4/7GBbUURNnjEtIoSCkn5HKqUJje6spuHgLDiRrOPrA2qH8iTStW+EBY8TQDsGV+bj27C4ARMznxqhYWD4kVSGsGXOX5okx7gBpOSs1uGuSe3koCM16o2n0RAVSLSFoEsAy/HEtrjTYGxLEG70NxCAFkdBBpbLDtCpURizLIKAi0K3zIkyN4W1DkSJb245+7QASg2kAQNC5uCQK674tRz26jgQRdYcD/NLtI37YYP/aG+aWGabwKTjeg+M7GQOuNkfgKFC8wAZ9B0/Xf+orobcjmIWiMyGKliiWILwATQ2x0xdO1Ht8vtZ3A+eEJkViKQlFaewAWntkcsJ4+eiYb/umtcrRklpqo0SfWe8eJPPLHUbpKAL349FPGm0TjU3GxS02VWe7IwZ//uQv/HO804FsTJfL2xgWYdvUqePmghXLuCuLpLs2R2eqlUXhIbiCxhChTNq7O43DCc3VBpato9M1wSlUGgkpPAoE22BlKA8HmwxtaQ+X79R8uxjP7cGyEgQNvNF6K330XBZ5Qa9Dbt/F/+7cbkOZM9uDuzvnpSzqZOvZ6UTJJr9SkjZa6UpPXm3jfy7uHFEgzHH/+ZbY/D3TbCjhAoB8ew5OpplxhrM/AxlrAF3YmpPUlu9xG1RZ9utRAvb8CH7ozThZqCK1zSKq+6OsfSuCRQamhYLj9qNLgRpJgvcXDtT5epPoTxO7MCDoIWTCY+6CinzAR1M50jXL94vWn8FTRwdzoDiB/6KjRkA36xnRS4PfS/H6mw0W+e10Dh+QMg39X20MomCUO1sp4iTDdKGBMY+mDzbm+VAfTedge8WJ5QjhFASjOVGWub17K4ibGMjIo56miNJRigleLF9ipMgcGBXxtpiK0eI7GKx/Ep0CB0iWlO8I0OYl2H8XtZTiddLXqgMdFchnF69ZHw3afR8vh4SUkqZx6uoyNl/FISgbRvr5IOAKkUksJwLG9Dm6v/ZCbz5+ynYlyONOsTq0WJ2QHu9nDd+bBBINpqzb42SJtudN9//vcuy+B9aW0OwNpJl48WscbdXukGS2tq71vtXcBh83O9ft7+2wrHy148614upA22qJGUzsceyoNq85yItccukPCcELhj4rdfpbZQXR5jkLRY9xnOIfVaXnOm58yATXObkVQdMutw2L9aLZWAICWauxUlub1H3V6+tHEDKFSa8jBafVGhunSDke7r82V+FBaSnX+cK4+vbLfvApur1ytiaI1FU/OFItLxe7esLoyVgecBPjOFXv/ZH33Y+rxY/jbRA7R+YPv7l3g8sm1ujL0V1KQ9fZMON6p1temm5fQxaN/ubdDyYTKih1AHoiKjcCxPn8y4U1qH+Uff3TubjitCQIzCxLcGjAg9Js9XqPLTReOshVU6x6tzoUg6L//u8Rwwfjjr5m//LuKN4I+/Rj8/LtQa0hOFnCrh8VOMttIWgNWIn+QrtI4ctzXRvft0qonxOGJkMvLq1Q8iYROqUQMJvIGDiDc37wPTVfyVocdiOAWa/4QbmQRS574gofwwGjBkt0fqWdL02iqa/eUhZIgkqBix1TiBxIgVcfxvCJdMhitHF9QFgjyX72uOR2HVgv6/U/tRIbYG0kTaYrPxyjkjTYLOx5TVavGaJwxGGvOr1zlGj+dZZutSKsHajhJplmxOAwYT2fF09pqfVU4zQGFtTp5gP9wKPDCOYbZQ9JaCTYvR2U84YiR0oBbRQejOoC+WEa1PE13x0GdiS5RHCEiaM1huqQoNfHm9hD6oYSs0rIBgzsCR744gadAwAjtibrQkEcyzHCGPNro4aczhFeCgLY6/GRs9+p4Ox940hUi2bxwUBI5FQgZVD6lHumsh2YXwe4nuCO4nxwIJbwDJCHkTKWjLdTV8NfjWaHWhECdAaIlUqTUwBDLsiUWPFbAcLCQAFwCfDs/yR87toN7SKP1habcop1eGy5uoYiywErHMjjiG31mpcuxBdHnn7O+FGpMafk2OVvjAjHNzjX1Mbs5lqQq9EpP2BhJQamjuaPzW0Wrf5SrEDoTBVjgYFIg0yE++AnjYaaiXZ1H7YEDIAiI5kpHLVKiQs3k8vPhxHIliCXC/T18MTrUG6fnyOJA+RLeQD2VP4Sou3txgHX7+Dlxf+/Bt3GWylqNNplIlitdvkC7v4/sdq7eQN9oKat1Wakihp/NtqpelbQa0rcvuc3KPuxrhgNVKHR4du7odMWpzFF/IgTagGrUm5HBPZRaeAbIYKKcrw2Xt96nt4mH11GwwO2+JJ4mnF1ZuyMRhNlspYffWW5NpQYrUz2ZnKrqI54njmIFUrUvLrbE2arkh5924L0KTdHq0gopqrahTI1l96FIkhSJH5fLwkZdmYzzAj46XvLuIJXqevCIOgdKlnnBzEm8TM016SYv2FyT1YNvscDfrbZYwNFnN+ZCkxWIk8EwhdI8i/cEIACU12iHOneis+LbGJ4wHSCg2FSACngiJGeQADFZbOnNuIkjxRGgGxxET4QNCWswEvX6I52WYDScmIwcrYbF5x2ekHAVjySkrZ6z3Xc1+27wOpGUBMIbDFB7bAB9mZ06+gt9uspc7+3pMj2UOOyMJLHMMeTa/etwIn2SLdBDYVSrc4tlymSGNzaC6NpeyraXktkpOEsxhFa+zmv01f2FEWSrPpQA7c3PjMOFFOrx8lQ5WyhrTVG+IMMzAjJ6kw33oQ7G9IGIFvIU6odSi5fLuX24XkbT+KbaZMMcLimLM/Zsy51ueK0BbTgX3jx6YDQ7fVmxLHS6CPWGrtHUR6LsQJAejbGSGWG5pm51TaWqIpHmReKMRIaVq/JrbXEdXtKSggXJ1JiNMb+zEEzP1PNzU2MsrA7ptTEFfo53yqtn4GIbnj83VS72RlDw9bUFHoy3uuFaM94aZmfm0zvv5soz3dnbE32+LonluDAiwSQLff6D8+WLcXPJv7iXP77T92bH9QF6/4P1v/xv51f3dpDm5dawvTBMVqLFKf/8Tnb/Rv/ms/PDVy9g1Msn13d/iJSah//6nybPH13VDlRpVO+S+1M2JEypceyPoWj+mKdE4HfAekO+gc+SKFEsIXa7OAo5blgaj5OfX6K//Fq9utGFYuj9h0g8iSw21Gzx7h9Cr15HJxNdMIQKRcZorNqc2oCCwXpk81wwL4EwJYgvzlKBC1pDa2NoqfWsuYrJ5WOvd+GLy3AwSPT70d2rkCeAxnNVPEVOJPmFgs7n5WczunCYC4pcqvLyJaYvQAiD+3OTHE5iOMKAsbHZjp1usjdMjWY5wAXOAD1fsfnDGo7wiM7BTb80FiKICwirWEPkSA7xKlUl2WpXavVC3K6XhixOZrpg8AYVMhWp1LB5w9x4ThTN8kBt3SFatY1B+/6lChjliSGxDt288T1+iAM/Zqq8XIMNT+LJzvFjtQVvGQ651BhqIrmTm5eI3oEnFE63vlBS8G27ACGQJsg05DDuZB2nAHrnm9zJzmgLAETTczVxPM8DfQeN9oVZXBGYDDSZBbN5RTjGvLqPVBpSPh8Fg1IqHSm1NHdA5PAx5DqM7RYvqnRZ6SJptFBMN8pGn5Mrk8IJ3N9jMBc2h9JgmvDxD7lQDgE15JpA0BzgXwBD0J1imw8lp7fQhDJEX+LA6EbLHa9YQ70J7/zaM5jZqj1zoigDg+WPccFWTzZesA7zC0Opyy515Aq8kJcrViKATRoPLxzvTB23z3nwEJkCrz82rLY2gC/I1c1ett4r1ufKzakmnyfiZZAbzX5v3mx0rTYfhKDblVcqgnpLujvzPbxKb3bebJ5nd6J49CSfY5zuHNOJpt+TNeo8rw/1+mI4Mjlis8de7GTfGkgKzm7FgNL9sWy+Ml/e+J7eJJ/epC+ufN2B8lvLwIPOUJgtnWzOje8/Z75tkqBJFQmZGnG+l4OZzbdJ7jjqzMWAgbiFccsSTorxOvXiCZy9SP4olDneXnnyFRYoV67IyRcF2YwgHuV5vXSj+dDiPFabcY8ET5wI1as2EAfSSGHGAp2tkMDpd4eydP5kMBXfvHb15opknh+Ic+GM4ZbQSqS1HIBAg+377Way1UOOZsSQNYAdnhjFG6ea3ASNFXssT5yvsRMtfnp3EbD7GZWq2ePmaDRIryNqtSSxGAmFuJDb3Yze2A1HKCYMxsWZki6alkOOlFrqel8DVI5bEdV54fRxb6KIZ4mVBnu8UORK1MVSe3ZuLRTpjSa/1eKt19rFQrHdaZYb+WTBO79Vv3pnP7/TzXeK3kTWHqumGwcQ9GRra89UzbGsN1PDG47meHuQyVRdqohiMUEoLDFamGa7wBtQh+JGl1eh1tMUaoLWSPD4iLHkcTxzmKscDubM0YreGpL6MxqM6XQtnixl59e2z19Lb97nZgtbq6Ntt61nZ5nJJBCLibx+lj/ICoZ5iZTUG+S4fEyHh+7y03ygDwlmIEbzRimeCBnfKMpSIGEh5iFu8ZyZDr8x4fTX/OqQWWjThhvFZKcvd4WpCqM2EPYWysWFdXvjXl44xxtzd6YHUR4sLcOlrTczV7uaZFEE1vxb/1g6+von982zfLZjXz1qbp/0td5BY4h++FMQYh3UOZbCG/RVmvTX71yffudenrN//Xf53ZX060+R54/gNfhXj7qb18Zf/1aJ575l7IyzPpeXm8RgAneRB/gqtLjtqcHoRBANOGIsCMxCIs0xGA6lUrwUolSmb3eKs71sdy46v5TXGyfRGL638/jaDxSTyVLyBbrThT58zL5+iq62FqBpUOdyVVJvaMpVbSwltbgoyYJsdRHONWShNCdf0whk6O51YjRTQ32uN3ibMzOU0LNLe7nGbbY1xZLK5WLEYhKnC0+/L5Q5Hj8ymlAoxIlGhZGIAIbc4aDIZTgQgVyiGRHAqdZMiqctVoeUTMet+vlSJFAirgzRBYjOx/LBFB4KFQyFWsDhkTl8AshcICqvtjzBqIZERQ4fK5YVb69i16/T4CfASALUBOK81sgM79OZKX1JdPHaBvUWdHm0MbRnEm8CmFqHtwFzIbwYJEWanVnAC2sdCJSuM9UBARUbuldv+/1p2OSgKfUHMKJQqAYLa77BhzM/PTVAGmfrLE/0WIgpFc9qMtkJbAGiMVA6J86XpMksu9FROtyHDDoymVhCMQECPZbWBmIiyGSRCtn9KFGgpPL0WJoKBjwQPSiUWaAFsTQqt+iAEqE05elLIl0juaIo12BCeQBgrw0kz1+y+YYQPmdzpIY6ATYwXkTTFSAJGk6EIND1rna89izO/GbvQa6qhM9W66ljBQrQN7xbbSh1RY7Bm4O+ADvzZHgVUrzIB/XHkxF9B7kyNxQ9DMXR7lLz7jvf4zv7y0fv3/2l9t33qfNzY7PJhvy/uXF/+a744WOu15elUvgKY6UuGs+M3b4WBDoSoyQTJ62mcL0yjoaKWo0ViSCXB9WbrPVW0+ww8QYLZ4rVuWR/r7l8AGlgleuc80v/9z823n0swPskM/REmlap8+ptXm8sTGQP1me612+ijQ4fxBrMZX3IGG6Fb38M3713Fjon/bUY6AkM02afgsran1t2t24ALmsALc4diQK93OTCWxUr7EKZ12qqyxWV10/X6MB60uJZrsmNzD40XOsBviASbH4EJXO6Vl/fBcBZAkenC8fLMw0IdLmpBiDgShGBhm+c2L30SEoGJcFgJwC5/7adIDzpDjFiBV6lp/En2L4kX2kmWHxMjY0EGl3u2WI5pcNJl8sRQHSppBuOfaWKNpOTN1qmzsg22wTyFbXBegTSD6gRjEvh/eN5QShFhxgA3xZOn8TzlO5YXmlxZmv16lTf7vL6Q9F8qYIHk4ni6soOQPbuffD5xbveKAZD7uWN4fmtB1zL8kw7WmiGC9Pq3Lu5DE53zs5c25lqelNjf6IbTlVwdDqyXIEPmOXzC/giZHPxIddcARl4aIWGpDWQvCHWtw2DpN0RfzjnbvbS6YZT75GafepkJcG3DXe6/Y3n03eVN+9Ki6W317dfXVZvb9qdtt/r4cHbhiMSl5tjsdJEUtxgWaM/trqZv3XXg1Nn85KdAZozQAF4ylQ5gRSuskBXiRIt2yBDVb58drRnwmKHlW+yQJ3TFTZgU30oHa6MUHJg9Ot9HTjmTEVabKoqbT0cmbIS3hw0zWgnwxih1x9V8zP6aMm8fTJdvzKAmxssyL/7JZ6Ckg7RHz1M5UjjhfT7P8b++PfhiwfBu6+u5YX4L/+++p//6/brz4nzO81wyRut+PE8KrWIm0vl9kqF7yNFUSyPUpUDAPjx1qmx4Eur8SzfFyVd3HiTOYpYigx6VC7Tr2+M1zfy0eR4uWZ8+Gi/vFTl8gf1Bm210gz6stlUMx6pnA70518HT8+xdk+aztGrdelk6uwPHLmCOp3T2zwsb4Q1P/UF0zSdE89/EMihVMjiWTSZS/ojvOG5w4t2F1igzy4Cs4XT72dGo/xkipdMM0dTQyrDAl4OBoQuJ9dkpFotNJORbDLQAwFZbxjKV81qw4lQeqg38XmCkwMi4ghIPBmRLT4AcGaI0AkbBJrIlzPESi5fxGRxSGzeEVeIp9A5fTyznUNmoNV5IphkgJpbfQgcTbLEBCo/u0kHEnStDV09BWAgL59t6ToRBHq5t9RH3HyLOtyoHCE89wgS0htHt2+DxQ79T3/r1IeiVJkFWu+PcSDZZpuUWIEYPLx2HAphuY3b67giKFEmNSf80VYdzVGBuK1e3L7S6iIpdUilRU4v6o40g6keHkDwQUHicXG/C5WB4o0KIlmR0XGotSLwv3DYPWS1AUGYGsx4b1aP7xCqWrkhcgVOXCHS2b2v0ucavhUSvR0KMx9s2sO7PARutipKlwVQY/orRb55/PBsKJbxipjhRJvOc7pT02rvcYUJUGzghUDfEOWtGS9SQP21OlPnm1y/XdtR5hvaWF4QL3JjeYbZgwIR0mhu7A7klSbz4tbw7kvg5bPvu9/Hv3yN3d3bul1uLndSLNCLBUYyRYrFCeDASmXWbGl48z7z+JTIl7gQgSQyyqTJ87l6PleORhLgbpcbpbJosQZc0AwnfLztA3jHnWR7KV+cChs9GuAtoNbtQ2Rz6gBQgPOQSDE6fUV3KAGsi2fQeCFbn5riaUK+Qql2GO0pL9c6vv/g+/lvzfWNvtJnA/yCHwqnhKNlAIgJvu/nn0rZOsOfIO2u/PkqvTMS1Vp8AJH50jEcWwJhms6Iqm11d2K0B3CXpd4CTIkylEbpCnm8kg/n8uXG2htqUllKtcnpzyA2KPGs0O5lQlVmfrsc5wnxgHOdfqbKiK+GSVX4HrXaTDA4iIEkq9hSj3fhhw89d1QkMRxqnWQyH4l0yJcQ//N/++HiogAiaLMfaQ14DZHdg2ptUDonfCTwr/4IJ5QQmZ10g5Uaz6oB/YDGfDFyIEnxRYn5OqfZF7eH4lqbDednf2W5vrY9PnrA3Az7otOd7t3bwLt3vpdn72ar7vV4u3Pd9Z0NfEBnJKm2BMWGpNZV1XraQkMKwZBviIdz+2hq6w7UcH4KBV4qzQecCoYECs1BMq+Gw+AgqwyH8JWhckRSnEweLwkGOV6dyS4fdFBr20Mm6DUYne052HHddGG+vI6enkW6XXuz4Ww1gsW8S69lcNnIauVGo2qjmc3lI74QSWQEAHMoA7hjTFhkcTO1VtBrut2HF5dBnINtBVgBt5qt8RNl4u7edPPGOzlV9Zby9lRWbAnhefhZ6crqA7xqNFOWR9JCkGNflBNJi5J5ZaqgCiUkcDJVeqJKT9KZqWh3w+rOjkCgL+8N2726NaCtzoU//BzfXVgTaQrQJeDA93/IvHxyvHzRfvjR9Pje9PF3wXdffX/6p8Jf/6U9XvM8ETTZCJ8++qZbSWNArXaPi83D9oTaX9DzLcJ4a9TY8PxcPDPBi9Z7R6ZMLDYoJhMKhhCUzb/7S+of/gpuUX56yry6FK3W/Jsb47v34dNTYypFqJRZL8+JX/88fPM2uVjq0zlqKssYjk2bbbhc1huMpFBE4/DygUbxbJ4iviq3vfZGc8TulFWoo5f3zuVGOt8oizXa1Z2v3hKCIV1v3XYHwWI9yhWEIM2AVJkc3+/nup0CkeDghIhgbHQaaixsGI9ypYqnWPUYLFw6C3F4xxTaAYGExHImT0oGauZIT3hy2gnriCmkybRSiVIUCLuicY/BLKKz8bobvCO4T+CLiCIZbqEpCmdJ3YXs/n0QZJcjRbvrcKYqKHUEp/eO2YXq/e+jkMzAUwCbqRqhOWVXBgwga/DFk1N1tkF7/Bj+4dcSHC/fJ25eoq4QkS1CAC/f7qQR6VxEZiKFHnfrBkYLZY5SVVKxS+4uxFDSwVZXe3III40R5ydQc7bEuLz33TyGbC7czNNmYTMZCH9THtJaCcmS3BWk4muXTtzEhy/G16ZlcmSyHJlMh3wBMltByDyg2iYnsTc3tCZypQmB4IKJdgVYetshuF1IV2cQzyIA1osVj4JJ9I9/q8xmvFyWki2wAcmLTUG1L3ZCESrz4OWZGguQv9Ch+NNovjdW+mKVGffA7M7ADHoLLVm2LvqtVVClKX73ufwPf5t9+po9uzacXWuuX5vvnuxPb9zNFq3T4fzzPy//7//rl19+HrXbckCt6xvfbK4FU7U+tQzGKsDeaJxab8rTKRK47HabPZ6IOl1mJIqmC+H9a8tgwmr36JXWSbVNbg/pcFTbpHyFVKry8OW1FBWOTI5bqohrDXmjLcuXad8IGmqeYLpSgTovd2BJPYUmLZRF453q80+F/WtXskyBauQKkfM1rdl1vDz3TXam1aUVzt67r43hyhxNH3QnwlqLmy8xFyvHbGGPJphOD2SorTnQwIlyRxH8crHNCaZQrc/bXhpThROnB8WTdKh5F9fuwVzsjiAYZdP/vxWhO8h1+tkgW1DC4YCwlGsIBgtTZ6WAqdLZkT1MTlZUp3cVlZVMEyKzn82UIqWdPFwnynWLx8PQ6r7tCh05jKaPinX6aKEoNnmxLBMUsNG1NvtO0BShFDm83GCCBzSWLArCGbo/dlztirJlOHXswVQ6moivb6yTqXi1Ul1dWccj0fOT73qvO9/JL041y4Wi28ZYvdpoWz3hErz/SFNuyYt1eb6uyFTExbasPTa0h1CKbPWmIpVhx6L0eIIXi4nwysYQa7jwQMiB2uhseIcdkwPh7dA8qFAl96fghGQAoNu9cjAVjRcKPIl2boDcBwZvtfW1uj6RkCXjOrdDajGKmDREp6CAX91sRMJRg0pD1+m5OiPPYOZZ7CKLU6S3smWaY64EKbRHcGK9ETZodCjFTJX4jYER9BcGCNio0me1psLLJ+/NSwjwP1liF1sAy7J8XZbIi0GaHT4G8KXdy/aEsAUJxmQ2N1uOF9AiqfJEZ2Kj1Z7WXxAna+7yVI736+wzz29Vn3+M1poCmwOFooTNmRkSoD+nDNdofUUBgn54a+vNmNevje++9wMsh9MgNNq334WaQ4Y/jiIZ1B7Tbp6N10+6+ogG0iDCDcVlEJTxHOvhXbQ1osLLXz0FNjvtZM5abWkXe9rNLevzZ/0//VNyueKcnSmaDWo4hEoF6nKuu9y7n5/i5xeObk8STxDjcXKzpRsO3Ym4As/YNbAdHjFHjOp9TWUgcsfR0+fUcq87u1Mszzl/+CU6mrHg86/PDBC7yQzZ6kS7c5fTRVBrULEs8fiO7E4EddjlZFuMPA4TEQ8Rl4U0SprLpspnA0aTIBI3wdgcnyAm+1ggZHL4NIVawBaSj+mII6GKVNxjFpEhYskNaoFc4PSYzy4mV7fj1a5899Qcr4KuAMcdYgJOAhfHS4RQDlUGtEzjOJgmlNqi9ljx6kN8tFZMdvKPv09Ecuj2JZCr03LNo+aEmqqi2pAKNjnfpEx36v5CGsyiD39IlHsskHjACtDQQEw0mEUiSSUgDE+CV6n447RaX9YcS0pdBvx+un4EVA6itrxwFpoSmRppTAC/Asi07lhcafG0RsTmIg4LkY6RzS05oCCF6ag+coTTEonmt96SSCLHECEWI7B7VgtVIEA2+8HFVUKpPTTYcJO21lgl1qDFWVCsRE4/V208sHkp4ZQACgZkS64u8CZQuoz+9b8fbLdytwtvi1dp8kstXjR/HM4eA3BprPhSDxQVqFK+FFpeG7JNZixPy1SE4MHBiassSGNHUHvg0JlRIHo0nmn7E0mqgPfnfv7kh5+rrSwUBkuOxiPlT3/ov3pIbTauH39s394FpjPNcKo4v3Lszh2trqzT015chqoV9umpPpc/ms3FZxfKWuPo4lp1upcXKqjaJOarB9kyKjdJpcZxvnpUadKLFX48yfD6j/xBYirDrdTk1bqiXBUnMkQgRFDw3wS6VKdPlvLJWhHJEoptXnMsm56aNtdw/oG8iA4/rdY1X78qnt1G/Qniq48pcL5QVqM5sM+oPeJlSyf+MN54ezAyJrNsOPozUzzHCKVPegvN4sKaa8CZOe5MJRd3NhBNDb6zTRqMdfO1odFnJ4onUoy6nHhOG89pIEIcPpbWTIShgUOuPdCbGVanQG+jKwwHGgdyRul8FbIG2VQB4iqQykER6g+ybcfVU6fatEWjQoMRKVTI4kLZCmG8FkC+w58oNcVYPSvqdFFtdbGkymOdiR6I41sslY4apCqWpffnmngWzh5jslS2u5yzc30me1AqHp/utMMu9+uX+JvX9t1asl3Jdxv9oCdut4SDoQKM0f2rxGrnbvb1xboSSBM0ujMzba8iiaykWFYXitJojBUK0MMRjt/PNluPvGHydGcvtvlaUK00BKQglCTHcmRPEHifMd+KL+40Dy/23aUGBmgwUX67ys8Phk/wReo4NxjkWsxUm4WvkjP0ar6YT5YKqYmYvdNKxxMOo0lkMEm0eqFKy1Fo2HINQ6zAy+hoHLxbrlCG2+n4omxvlBbPCyptfJcPF9EOI5I/KHWZ21vb/NxSaArSFX6yyINik60okgU5eBpXgGdzc+EAyvQExXixj5EG5htv8ygjG8wCtLlhTnb06VYEdTtdJEGtu3ywvv8+hjevSxNrbWG9y2+PWddPmpfvdetrxsWDypeAASD/8rfGzZMtXkSdMT+UwX3onWFk86FoAQ1XzMdPltefTMMNV23Bs6a8MdLyzHVx799eGv7ub4X5KefsUrW/0d7cK6/vRNsz+uaU9vha9bvfB2dz9nffxx4e3MOhFKT57jZ0tnM/P2dubyPjsR7U2eNBcELLZSOUO5tVzOOTnC4FmY5gICG9QQWeP8euX9kv7pSbc/7bj65ABN+Smq4UtQ5PrABnh4C8KnWVN0CdLT3BCNVoAcdtVquJBj1bLmVIRFS9lqdSMDnMYzabRKEiq0OuUHGOiIgvYBhNGrVOrtJKmFziwQniiEkSFeeEecLkc5V6NU/Ml8pFw3EjX/LDSS/Wje4Q7YSJeyXHS8e1EWN3p27P6KA+3QXz/p27v5TU+pxf/tYZLkT9pej22a40o08/ZkCO+3MOVLJUCYofJABy+tDlndMdRKtL9eef05259P9j6a2aJMu2NLEdzszMzHgcjzMzM4e7B3NkJFdlVRbcqnv7UnffaZqe1shmRpoZ00gPLZk0D3rXm/6T1s6U2basqAjHvdf61vedsyBEfpmXaMB35xU6VG46gUpbXBTclqguWx7dANDAvkHEANYDpap3hc/v4tO1MRSlVJvK0UJ3ee8DdVxpCeB/g2GOXksJ+FUx0kTnAaRyjneFStuMK/dMyOpCkYRCqURsNrI7mJm0zu9nxhKM/TlhdVLgA6RKwv7CKDegy8eszopJfaqg8xGCWscl0+LMwt0VkW8xDvemf/qX0Xqr05twJf3q4B2tjOkquz3RBpNUZwid3YW6M3l9yEkU0emdFex7dnAOVvbB2oobFvYld68T//KfHv71//rh5X0RfAxEXipHBSe8eXJ/82M6lgZKgccL9PpyMJV6VV4pS/N5fn+k/9//z+9/+E1zvjV3x8pKU5jI0OBbX1xH5hvd/ZMnC/HgTP3mg3e6wt0ZG31Ktgy4zK532JUmAzy8PQDOzp+vTYWKpNE2dAaGcl0eS3LDUXY6J262NZW66Pza3x+rpkvDfGXOFVmZAt3hQfEcBVTjeG0pNITrM8/i1B1LcyMkPxBlJbLC7tgajFO2F77WUDucO9MlYSCK+jNRuoDsbgRfsD80FqvSzgDIkwG3/+6I3n8uv/lU6ExU1a54sbdd3AUbXWkyyyzVxaW6EHYgX6Os9haHD8/2Ljft6aIeBA1BijIVbaVjJYuqSErlj6idPrnRzja46AR408RtCzP07hOlFcO0QIvoElRomytdS6VlaPfMjY6m2pL0Z9LNlXZzrmzPcKO40yvfYG5zBSggjoFBewJSd0AUiHEVBlyrXelJSh3h6bU732D2ppJwHKWy6Ok5AEpltzM8PAQLuZP1SvN3fzN4+4p4vAk+P8S3K3u3oxiNDMul8+YuNV2481V5hOT6Yww8I7Fv2pwl/AQ7k1MUyqpkWhRPCBNJkS/ABHOyetBoZS60uI4wvLtif+2DLWoPpY0u93hle34Xevcp/uG7FAgOMIDOUA3MmogxnH5k96JQjO/287QGqlbP4nGRQcvTKFkKKc3rUhJho9HA4wuQ1sBXatgSBV2soEhVFJmaIlUjkRLzIfA+cDp/lOOLMEEypksKIsXEydFLWWssAntujZThJMUfRbj+LsfPVBXgWSCh8lUzUGZ8Qz4iB7gIxZTwL9Dnr91s1HqGyydHj98az560QDnDJMJFn3Odh0Cff9cE4rY4U4432lKb05pwzx6NF6+0wy17faE73Lvu3kQKbXa2xuwt1IUGb3F0wNMbI6mLQJUhevez9+KNcnKg59toc66GswGVcXXvXu60eOjAPdgN+sPfkq8/Wu9f6a9utYMRu9GkzheSw7mxP+L3BsLlygRw3Gqpuh3DdhPa7ohqTTOeuEBUBkInSVKcTumCXqPfZQv5vEoZn8vBHNAdACzWvLxPPL0KnZ0bvv0Un83lv/tDYzATffo52xwJZzvLYG5tD63NvjUY5Sq0uMakVDc6PEzYGgYHD6VX67gc3peRyVqp3qCQyJiIgpIpP4OJGEzK3//93+t0ukg0eEJFSh1LZcCtosVSkUgsZ3GYHB6bwxXF4snpsmVycJR63EajPdKV2qzjo250Sj0+iG9eazozVB+i4730+RvrxaNxd6k9Xpt2F8bJSrI6qg9XxtlWSebQD7+U6i1mtUYrlyjVIu2XH5rFPOPddyTwYtBxh9sYW4TvzoNoNdhQoW7ALT19CNQTEDFgZCCcV2cmoH6dAQN3/1kJYV3fWP/0p/7ZuScaQw+v4tki4/sfW5td0OujmQ3IYWen0jrYDSYfvXysAXbka0D/KcEI6g1t1zdFm40CJBqEi8uDru+DjZ7IS6ABOFJDGslQHUFcogJgbXbhKRhRUu0PK6QqFEvL4zluKI3+3X85vXsT/vzbtsqEo8vXQUrgJItdCBysUJdOl47R3DhaqFYH7XgtyTdp8SI715bfvI20p4Jvf0wPx7JuR/frL8u721StJitVRbOlZTBR9yeSlw/EP/37WalOX2zMJgvqdM2hIHUwsqo0KJFmPb8v/vKnSbElvXlJV7qySIY+27pXR3e2TkmU0Pd/lf5y1Zt7/oxn5gJJ9EdQoYx7WhIxBM683Fq++aZy/5hNZMXBOM9LsMAbvSGm00f1hVkAFp9/mj69VA1mVKoqzs6T0TizkBdm8hyA6UyJcbyMtPv6V+8Kk6UR4uJwrs0UBESM43CjaILV6hrKIJDTIgz6uCcBtwzhfCA9XoRAywP6f/NdA49qzAK5lr96T17chgCRPUGUKXIP17FSUw5nFMtSAAoHS8V0oyo32eALyZyAzItTRXmmIrcCEhFodh4GstxbRMqdoNktlukRW4YkBpQoa+0EwxGhWwNUlQ05Qmi4Ms9PbUQSNYfyeB4tj+btpRWY2WSveP9jsjbiDDcqwF/Yz1xNDprA4WPE0upsWQ9cJFNj+0H+TjjzMzVZxSVLF0+uqwf78lS53CjPLmyne9twpJ7Pzfe3ieXU3q4oliPHZuGtFMQQU8+OxNVlEpeYlxUQAMYrB6irSJqTKWsCUUG1YyrUVPGMCCKcL8AIhFihGA8CXqWhKNZExaYAcBni0/bMPl3rO0NxtkS5vvV++rH4/Iacrc2pIjdXFa+OQbDSUIqldSKNHTkIns7J5CiRWE2RyJDFxHQ7BU47z+cRh4MKp10gkyLABJ2RA8SZK0Y8EQKvB+/2RFi+OMUVwUlWqZLYGaABUocT3GSeS5ZOqh0GhLTBTFNrqVJZSTTGD0VYoSQ7WZElCtJ0Rd2fh/pzIl0yhRKgZjgGOzVbBgIR9kfEGhNudaCzILS7l83PJdNTEzhYc6RujXFX5cvnSLGHobbcY1cHPNjoh2+8T598Z8/mi2dfJIvOHkLH+1CyxJidOpZHL1nihlPUTI1TGbAev3U/f7adv5Y9fzZVR+jywfj4ypMv4bmu//Zf5r//c6U3pi5P2VcP0skKjReM2UrU7gqA8lxcel5eJ2BDi1XWeGZerj0gHtsd03jiGQzd+bw6m1Pk8ri6F+hbJKwK+206hcqg0qmkIoOW4/NxMnnWZKk8Hm3rtXa31b1/n9jtTD/+XAESdP7oBgbXnWvAnkCMgI8B0RMrUYSUd0Zg7vpsxa42QnhECi2TJzqRq/hWh1FrkCtUfCYbmSxKKg0D9OfPn81ms9NlFYqpVqfIYKXCafF4HB5XxObQ+RApOBKlSh8nA1Y33+6ll9uqdIVe6qLNFXd1SdtcMzZXzMUB9o22v2XfvZW//+zpThh4fvuTE5jycM4HLZar4IKIn35brdZZhQKlVqJ36/zf/9BtVvjNHi9AIo0V16fxZfhqL/hGOCmMZUSAeh7iBGRUNEvL1jm9pRLQJ53DveiqNbQ/iJcL1mTKfveWgP3ZbK3rnb3WlAwnRocLxeLAGlAua9DrIRpJL67JD9/V7QCgQRRJ4qENbh/S6tHHb0b7fcrtoQzHZsDE8UrhDuPuesuj/+339fc/1IG5N4Y64PVgvqCjHW6ZUksBQu2N0GwB9G/+/aa30r37sWl0ITfBhFNIl4DL8PsTn8ePyCw3V5Sk87xqUzBZKnoTTjKPgBAZvOjmrb+35K52slKJtpx4Hq7K9zeZTkfT7esBxVZb23iuuXvl/eUP1cFMsTp1ptLCVtvaaptPD8Rwann5WP71T8toltUcGwNJ2uffj+ojzWjtKLbE9Ykg3URXb2z5Ljp9kC+vhKd36tFGrjWhbFGw2wd2B99grJsuzPOZo1JVgzKNZuTuMMsVZkRSokIda/xS3VAoaVabKBHl1RqmTtfucKJOywxYc3Mf+enX9vE88l//l28/fW79b//67urBub+wVGq4P5w/QAM5CMyj3bGAeVfrqlAUbY/Gw6UtW6RBbCiWJYuV++kl2+jysyWM3YdLx3rnLJREuYJgsnCAcASf98VwE9F8i1Xpc7oTcWckqbZwA/5QnBFMsIpNVTjL1XuRI3HiI7nputkdVQjVSKxFchOyhwSNSaDQ06ebCiIngGPyxdFooQFtAUc/XCsAbbsL6ZvPqdlBV2gzhhvl/GhojMX5Jq8+UDeHBqCN7hAzGMOZYYkCc7RVZxq4gWVvy4sUcX3p9Yt7tgN/Fy3Wiu2pYbmxTuaW5dp9cR6v5JX5hKRdNXcblmSMk4yxclmh34eAhMWS/M7YtDj1ggQHtwUp4PBxYM+JFBeEKUEK42lJuqAsVHWVlm40deCC75YERP/61HZ1FwDFef3gh4h+de27vg9v9+7x3FbvadtD8+Em2Vs4Sj2DJ8E2Bqj2iFDrYcssLKtfZjDTXE4WLJuV5nGyIkGJ3ycCeS1TIo2BKlFh1gzQCaoR4DiUpHcWmlyLU2iKcjWpL8KGyJ0uSktNabqESk18TazZkRaK8jiImCAvGGKFSU60IAikOOGMuNazVzr2QFxs9bAMjhO9HaSnLJlTfe0XBm8Bghh1lszmlN0YyRMFdndmrPaU4DyDlbY2ppE1lCzD2SjOn1137/3Xbx0Xr+zvfsz7E7hjIchSwPTJ1gYAXemqANatPnyQn/+YWVzx+jv08qMN4ufhxlDvMv/mHwb/+X+9BPNqDTi//DF/99r08o1teyGarHHBYTJzEkuelGv4ywQJBD93evrZwt1sGYA41xuGXF4J3xC+HjgeGLTPxwj4pF6nQchmq6VSvUridkqSSUmtKepPxJOJbDgSwbq6dmw2pvuHMFD4SpdHZODrcO1+5PBTQwlBhJRGSFC7blggzQoVt9uPZ1/yRQiotFKLLzTzhDS1VqDRCVnsEy6PxuFS15uZ3W5Va2QgeUJRrd3D4woRk0XlcHgcDkso5IslSnRC1egldq8wmZc3RopkCdgEGDrl/Ek8OUXtGbp6lt6+Vqwv6Mc70cWD5uWj70vaOO322XG41lZ7aH4qiaTQ/asghK7pVHm6Nqyn2g+PacKPdmfW2cHYGmtOr+ImJy5WjKaB5ApKLW2ywG+NDaO1BdQlnCC4U6qCJT8AdLeHXl5bzy+U9Qban+pmM9VgqCQzVFwxfxYCUbI/JPQaFI/L9vtMMiU5v46r9CARUKMnmW/N/anaG0CliuT2Ll8saXp9+/4YKtZof/fv5s2hotxRusKo2lNPd3guHIgG+EgiOZKpTvQmvtbADsXkEA7VFvSnf1x54+jpY9UVBuOG/VF0xp4YKctXdOCNcZIXjjLxEJ8Ke7yQA0CTBRTJ0UwBXAhzfm/uTXj1OvfuMjcfBg+7CFDp2cJ595A+nPtxevLRdHXvSRfp0SQd7MTjPQHgqzWUp+eBx7f5P/3d3upFUj16+7l79pD84Q9jrgynMy4vzeUhoz5mNqb0h28drQX17p2rNRH+9o+Tv/rT+je/Th+fcxDDihVho67uDxxkQRlJS+wBKrhJPCccrbyTla/c1OILZSNnqayu1fXliiYaYy9XgbuHDGzyZG744afBz79Mfvi5tz04xkusu9NZbphgudwonZFMpu5uzwZGXqkpvUHUHQkfXkLztQFe0+NDk5n97pE8Xrp7Y3G9wxnN1MOJHvC91dFsD0Hga6BFwKrTFW6xLUiWqKUGZ7YxAVQ1u9pYmu8KUmMZCcABxDmZDRF5WTCtlBtpFB7iypHaRguQys4i1FrY8z1ltMgDEeyPIzjxxcaYKVCrPT5o5dlB//r71OUrf65JT1Wp84Ol3BXnG+L+wjrb+Qt1bSDG/dLDANdD4vkAE057wa5PGbEyWl0aXn0bH8zF64P29GhcrLTw+cdT63jqGPStYHV+F2qU9cOOo9c2zSfu4cAWIRjxhDCeFAGYbs5COB1t4irUbC4/fB0G4CDANFh+sWaoNE21tqXWMRExFliOn/iSBtoSwi7N1lpYuGvo0d4ZyAtlXq0t/wrQq2O4MTAXW1pfjKVzIp3jRG7GWxFOab1BwddRmSAWvS5mIiolk+poTG51MIGNSdRfLldWtLWuOV2WADG9eBXpLtWgyQCgg3EOhKh8VVluyWpdTnPAaw8EjbakUJKSKUkyDtoad8SMZLnO0Amw72xVlyyorV6G1opTa+xeJpGUOf1sIDcOH4vMa8MJKSp2T0pdVqrMIUt82G4A6BAJaKLbXBvybQzQ453u7NEzPajxps+Fo42+2BbC44k0bXbqmmwdIGwbA70TT4aldxeytz9F1jfizhpdvdVDIN2c6SGUXd65rx+87z9l7p4DX1NePnwOH2+0k5Ws0uD6glgyh6MoGEYh4oSI0ssVFdCfbE5CpgTpjAhMGdAZoAHQGUJrpWKKEmqVjKWUCOwmjc0ks5pZRITd7IoGM9FwIl4s5e0Oqz8QDIZ4KA6I6Egad1u2+HCzIZuXYvPQYDucPp4nKDbZmSBY6u1QqxcBmHb5pAYr3xvS+UJmtV4gU7C8fiOVjiw2tVjKIKJO+EEkoat17GjSGIjIxXLE5TGFQrFAwBOJBCq1lkI7kak4OistW5Vtrx3dBXt0ymyO0e1bdW+JCm305nvDh58s8z11cy749HMM+PJsI3n13j9acm9ezL/5U2a44tb7jLNbB27wFEPJOGpWOB+fUpu5qTuWTveGxcEzWDiBgbaGzsVpbLj0wBH05qb1hRu3FZ3B+9oOD9ZKn1pvnwxGzOmM9fNv4t9+CnT7tNlcPprI5ytzrS1d7z3n17FIjHH/UO61XeNx0GJDchX6H/7DI7CnbJlZrLPrXeF8a/zwKV+q8uCYtqehTBa3W/vP/+3u9lUA382vCjwRtNj7r54y9b6pOXCCUlPraUIJUml4EMk8AblMg1Oq//yPR6UZ3b+t+WIcf0wQSYn702AkIQtGBNm8MldUpLPydE4MNj1bqycrCYjEbJObrDB+/uv6+ky12GpAGm8WkXxK026aSkXpaGK/vI7vDh7cO3QsBQPwhRGcSCTKkUjRfOnxBfC4kEyF252YwC1//uM2lgeNb336pgR76Imiq9fh2pgbyqD+Wvj2p1C6gV4+RYotdrbEK9dho+xXN0nAx9HEUq0oAEbtPqo3wrEHTnBpfpLenZk7Y2Msw+4MDLOlByg2iLxuz7LZBXf7YLOt7vQV0QQ6nhPTueM//E9Pd09RYNBEAps6oLPFiqIxbqdrBkwH783mRcCgrS4g0aZff9+tt6RKNUpluJc30ec3id2Z+Wul4mhqqDeV1bq81dMlcxKQ1YAaX+ZpyeIFWrrAmG9sAPSVugqo/dcGIEY3zR0T+9KyeEnnS8jVVhZbihgixFcha5Cba5syLXkgS3NG8fWNQAL1xurNqavdkwfi6OKJuHubHG8NoLM7M2WuwQVyBjoJ1OF47VsdYpW2GRAT5wVH6aW2BGy+Ped3l/zqmJFrU2/fht9+n16cam+f/PePwfnC0OqqegNzvaFLxHj1ivbyQH56P3z9XL86Jy8vyMXcS6ZAVTvqTXNrYBsvvZONfzAPAJGKJDWeEA/YFYT2XFVXrJpyZW0yK4+SIojuqRwcmWww1e8OrrMr3+mZY3VqBIBe7axA/gg8kYMWTzHhsMpNNcAoxBX42ECEbT6qwYGcBKfWc0bjwkiEHwyyYZEJcbmordVM1bopgudtcq2+EyItGK3c05271ldV+9LDg78+luYbQgDoSApMWpApScgia7bVTDeq8ULRHSjrTU25oisXNYWiMp7jh9NMewAUJD1d1sSyCruf5QiwdRZ85wZUgivAsbho8ENr4MtXzbhXS6HFDyapqZKwM8FdolsT5fHBC6y53Gcmyyf9peZr1T8onUgO2b+0YK/1NfWB9vZ1DoIbX46bBzaHpguw443+8sX18bfE2Sv12SvddC/BSZrnnsnKMNsYHt8kb58JUE+dsag9wm0SkzlKJEkJhGm5omwwtvWGlnRGFo0KSBLHHJ+fGoD4H+fAv0SEezxLA0YTBO9wyGczJgYVeRxai0Fis/DNZkSmOWDBeBz1kDeZS2ZzaaVK7Q8U6RwT/CFZ5FV7Rp0dzXfRcssMuwA7YrDSTTa2zcUPEEqA6XTBVKjagU3rTHStkSFXUbkCPEk+HLVy+eAnAYWapVAzNHqWRI6H70UTllhKA0gkkQoUco1EIhIIOVK5RCDmqPU8jhgb+v2HwOFRMdqftKbo+rWyu0DVAQJ0/vCjbbqjgoYAsvz0PlDpUPN19Pl3iedvbADlT9868TSWqXAwlY6nivFQNh+p7g6+5UR/uHKfPQQOtzHQSgY7TrEAhWvxfLlz3cOdT4odVu5Li9flhbo5YYBGWe3EgzHtux/Cv/k1PZ2JBgNRvcED1NgcvMOZ6U9/dzhexE+PidUqCtueycsUGvQ3f3+aKTKXp9bOSFZtc89u8fD5Nx/SNieeZPa73y+BQYOQ7E/l6TIznmd4owiYFC5bj/FSBUO26HB5VVI5S6URKlRcs00sU+H8v7/6m3O5AT28a3sILm6c4qGVm1ZPgO/wsONJaaGkbbTsrQ6YAe6eiEe3zPiwD+k6/fzZASH27BpCiJmMysI+IfCReIxda6hx9fZQ1+zIKw0+fKnu0GC0IPBwjRYdzohsgbs9urJVEP6mycY72QZWZ9GzB9IRRl+qh7X3H5KFLitAItixp2+DkTx6eE+QJWq+LEqmeWB7/aEFSDruzlxRDEcujRF5wkzYfF/0JJKiFZuCfJ0XBAi+CoOCbrY1yRS70VJD2AAVH8GNNdB655zMbH/zl/1oanp4FW8P+ECQMzk+UI1QmJkkhcC7gV7Y7CgcoVWbAogx843m0w9lAGgdbjhO6fQ1p2euzcG8PrVs9vblxtkbGAolQCVOf+IFvaIx46v59b4uV5cABnUG+nCUni1I42kpoDOLD/KFGUqZQ1mzk5CYfTyLT6p3CjgyRBchrZNK5KWppshNIncChTO0ZJHTG+tXG89gZIqkGODmxzui2BK3JqpqT56u8Ccb92Dhrvds/RmwilC+potnxbmqutCAv3IXRyuu8l8LKyNmZci9exc93HoBB24eQrd34enUWG9i+gWYFSW4HgcaD5wPt8X7m8L9Te7N6/rH970PH/u7PTmZBQvAMbOydEmdKRkSaVM8ZXT6uT6CB/I3mVORWQ3IL4juniCzUtdVG+p6G88UBfKxOzoPFy5YYMP7S89ors+VuQDQngDu9p5I8Tt923Dmb/Ud8BbpojwUx/dsRwtPvqQEFggUBDhip23s9yy9vrU3tOFW3XVFuipujLXrc+9oY/wytko72OjybX65I2+PTeW2DjcHrknjOfrmzDTfaUZzJURo+L6VqrZcVOULsmSeB6HUQ5x8yWrTJLJKoMkAxAYbJV00wg84sToiLjedjR4AtBUnLRWaElcIZSrSSkcbyzEXRzsEvcmpNlOnx/IUPC9jII1kEbgKkcEpGQDH8Eigh0SK3R5b4In+GKM1sl4+ptNVVmMseP7Ov7lRjvei/lraHqvCMcrz2+wPv7TDcVSqC19/KJTq/GpbmMxSIwm6P0T1+Oj5omYwdjXb1nxeT4QloZDA72eCyQIDItO8eJJdrekeHmv1hikeFx2PhUzayKShkF8n5CGblRkmOJO56ZsfUhf3xlIVNdqMm1tbtUEHa46n6YW6LF9Xba6yBveJ1oaRAgSF1cXyBKQAHHQ27q0hlCHYl3hG5Y8I3UG+znwCECyUIqWW5g2oZUpaqUrghs5a3IrM4mRz+CiesgKmA5pLZQK1WiuVivkCFptHF8kYRhufKcTB7PK1df8gHuzQ5PTk9FYw3lHmR8brT+abF+Vsx7p41N6982RqqNpnrC9VAM2d5cnqSljqodlBOj9o+jNpoUovlRjzqe7VbfTbD0WQ8KkKqzUyfuliLgMSDfG8NdYlS/RyjwObXx2ym1PuZC/b3Ki31+rxirc7ymstdH6pff3W1x1waw026O79hf/zrwPQpIO5LRiju30ny3Xk6VXzz3/ZN7rKydJodYPOVV4/BhanussH95uPcXcAF83f3MdyBQFwuvHMSOapiTyVLDOBQZda2nhGIVYg2NVY0gqyQ64QKFUS2BOlmqfWgUKkP78bgZq7e90CWQeYAtiBM08cdJeXFwwJyBTYsaPZdgDA1duC1oDTnXJcUQTxZnOpDyfRmw/Z1dIbJ+SVgp2MS4F/AV0tlmXpLLdUFRUr/EAYnZ6FQxEaAJ/bg7p9Q2+ouXoIj9dG+KZXTzmlCR3uSH+C2l2Y5ntnoSW4eh0jcgiiWn8l31ybwlm0vbQTKQT78PFTv90x5YuS8dRWayjTKR4AtMtPCyW46aK4UBcXGrx8g52t0TNVRn+iAQgA5U6m2cCOB2MDwGulLlptHaWqAMy41dGMZ2YwyC+ZIWyIK5OpH3AKDDubk1ltCCJKMEwBund+44RVrnPsLiABlHJVCuKyUOZ0h7LFxrzcWGdL23Bsht9HE6zZmmj23Q4/zeGnNge2Ws8IYj+VFc2WgXgSqAbiS/CMG5NL6gqbJAaOSIN4SmTyiL0xndxI4yqQyccI50SdjYFssjItXnOiaQw17b4OSC4IgtbAAj4OyNsc6UFh++MngTj95rkC0FysWwFHKi0HRIhYRtQcWsYbJ4AJAEh3Ie0uhYUuvT4RXj5Hym1Rsycbz/TzubnX08FXxrS0as7n1bmMfDJyzyfeTstcr2lALqczkm7fuVxHx9NQPCW3OikgdsHjDBau26/QWygmB8Xh4/gIwZfhwvIvSwp0G7AVIhYRpybTNNw1dGu5uPFN10YwgIvb0HRlqncUMTxOmlatadod23DkaTRBpssSJMfjw20dyzXxeusD2dQfmuCAFgsHEAKIhf2JoTXUgm5oTdXTg/WLLJbVx9zNlaU1k5X74vHGfriJz3bBzsTeGuoLDf50o+7PJM2eoFIXFMtifDEgyQOpipv9FtgEyYhlBamiMhjnR1Oy4TwClBHQOVXQuYPcUFxG5vWJrBa4Dia/gLBgvkD4UyWpyY2ABe9u7KUOH4AgWWJASCRL7HAaZ8jDb0YrZyTNS+alOit+7v6aXOzDpaYeuD1ZFOGb+NWTxoRT7IFmFCdKKF0STNdeTxjnwTy8Kdy/zkdSzGiatTkLdUa2bEntAXpvQm4/LxwXWO0oFlW5nFyXk+3xMJxgoHFmpaYsVeT7Q2I2Dzab1lrNUipa/D6RTkM1GZg8DgqHhSAizq48n35KzXcAsmgwEz08uwGgbx8jEB4yFXkwyd/dVtR2FIjzgUFPVvH7V+O3H/eDSZZM2/ujRK5oaXY99Q6Oq+c3xdE8mMlqSzU7qCqLgy9VnCQzdkBtiG8KHcCKSqrCQ/YgxKl0J1w+BdAZeDSXR+MJaVwRcgb4Vj8eub28kgB9Xt8wD/e88Q6tzrmPH8w3r7TTLXN54D19cHbm3O2NOVVDsRLa3ysqY+SIocmR21nwqn3OeKNe7EznF9676/C4q25URQAExZZ0sQ/i8pA1AWyu0sFV4KCEKgMWSMvZUbG70y0u5LBu3lqbo5OLe0O1A9SSudwoi2VKucJJZRnAnS+BSPpRuiwKJhjeMDUYY//1Xy6Avt0+xd5/V3x6m6h1BOuDud7j9qbis2v7eq+/ew6BBgcH2O69CZIJKB9K4rmL81Pf20+ji7tmOKbzBrRKNddgVIKekMkkNBpFJObqjRJQJJWGX29HFw81vY2C+3cbcQmy0UKNxJWptC6RVCcS+kxWD+Sl1hR9BehKn5qto+dvwqOl/P4pjm9IZM3tJtHv+8G7yhVNPMEFQMwXhYCh4QilWJEDefR4T7o9CxGldgfaZl9c7QlzVaHGgoptdbzAe/pY0TpQZ6rrzvSbK68lgHa4KEZcG/KieZy3AIzY4QZ3VQP6l6sKcFp4cbcLX44olrWBKCsUPSk3BJ2RpNJmVdpMiKOAnhAegDWnc2ynB88EAM8EKrc/C+RL/KubRDLNuH9KBiPo+sH7+BLr9k0A0IOhs1bXx+ICrQ4ZTQjeDqeLfM4er5xuP4LXqTbE9ZYcnptInbT7ssnc0OxIIRpVG9JSRZJIcYs1AxgzKGIArNbA0+g7fAEmMJ7NLuEPclQ6pNZTwHqVBoHGomSIqXwlQiykMLGCpMno4SktOIfBl2IPD5b8gFOfyZfnrsHSUqmrACjDYS54RCwjiaaF9b6h1tMDOidykv1VrlCzEQl1lMS1FeAUBCkEHF8e/UDgJjtLdcCrDriZJq2/1j68y6aK3HJDUigLSiURCJFcTpVISFMQj3E7SWE0xnY5USiML2x+kct0UFHlqqEz8GYKem9Q8LV2QyjBeRQ6MxW0r9FGs7qZ8CdAZ3hMsWqqNy2A0Y22odXTgVLB/VIeI6/fZ1p9+ebgBBG/2OLA1u3rOz3jbhtu1k2wMklJJESPRajhECITaDhQ/va3Y9yq5SIEFr5YWDodBWB9Z6QYrrTdhaI5E0+Puv297UsRGefwYO2tFZ2F5nAbuX9TXJ9Fe6DnpkYwodFS0RmL6h1euc4rVoQgmGJRBsRp4ItkgZPK8eIZHnicwYp8Ie5sFas2bZ2BP5FVA0ATSVkgKvIRomLdjnsoA9ravCfllgmOQaRC9aGkM5dnqrwvrQhFoHdCJC2YpAK5zlRFKiOqdqzZitbsQi8fu3/7T/eZsvLr1XGDA7nCuAc54HK2eXL1EojlqaC+LW5cqNqbWSEMhElWZ+QA3jdbR2odRyKtsbo4uIDYyw1GRHozcjr5Bh3VZqX7fKxAkJorCIEHtTraN2+bZErSbNpns6jJiOuSibCcz0NqFapU9eAY+wv7zZO91MTt568enOdXpmwZPb1JAQYFYmy5CTRsSqDByQNeggVnDKHY4RHL1RSrXbg5rSQz2mCUZ3IgMiPcn0X7I3sowiDT0t4oCKpWIEHugAgwBXSc0oDyNT1IEtAgpYYNkJpCQ3wBQyhicflIpeOyhSiUFNdHmuFWOtqzGjN0/43q9q28PUP7W/H3vyOOt/JaD62Pkvc/hHERypCda6HGlDHacysjVOyj+aV4eaHO1KkQJhs9yenecXUZyKaYXje+jgZbWmkb9Ta0OWbM+FYV10XgFg2hDMo00ehUtL5WVUeUXBtNj6JyHz19cPen3EqL1uzxkpkT8PlKU9qfWZpDgzuMG3RAoC001Hor+n/+33822tCH7wulBme81AZj6Nsfi8u9PhhHk6Xi6t5dqFI7AymwOQCID980o0l6f64DKkoWJSDWXD6xRI5cHp3JAujMptOpIpEEIcTlsg1GNWyOxS7SWSmnVwW1CZmcdIMNgVw1WWnZgrXXI/AQnIAiElEC7HYH6uEMjwScbIT+GPr0m/T5nQugCoAsHFSEg6qL8+pqFQUeBKDp8SJcM9I2AlhbHbhRKqjUn35eguePJhZPCJfXK42oPtC+/7EDElULQeI5CUSm1JZMTu0qK3r5lK0NhRBQk+WTTIXtj6J0ng9mAGQqmWIXy5JYguH3oU5bj0m0F5dignroTsSAzrUuc7nXXd76gYK1e0oA6Ej8ZLG2NdoSAGgAhUZL5XQj+AEgGx623hu+/VwiovRCUQ3KF9/09tPVYJkeymzhbvWkZ9eu3khOZintnrzWlKSyrOEEdKEANCKsdI7pC+IGkKAbgDA6fbTZJtkeBoE0wL/1rtflZpotqFQ2W20UkCahqFYsOzlhIrFKpDDJNVYRYiKh+sSf0FkDAr2b7iA4pgCqzeSxGiqPhKsL92Bpy+QlwSDbZqMECCGZVxcbxjjOL+RUO5bhIghmH46rbC6hJ6AMRdVOPxeYIDDo+d5baMpaYw1ZpgFjSNeZ60vPd7+MKi1No6Mh05xkgp3PygCdHQ6a28XOZFRX17lmW+fyoCTJn0zdiRRfb0KxJB/oGgB0q+cvVuzFqsfplYGiBR1m9/BA+5rsdJxK4QW+LM0WDZWGVa5EDtdJrqgYTuyrjRe3W5np+2NVpsgEjG4PFJ2hcrV1rbfe013o4a60moWmQ2+1oClmJP22djU13F66f/1N/b/816e/+uP08VUKlzJOtJUqt1hlNfvCyVbTnAiLPcbwVHZ8tIBC7a1558+24VY73JjOH5J3r0tTCOQ9bQvnwslmW81wIe8MxXCgzY4c5A6ZZIVCOAMiU2RnCvx4igUkQCBDJjsazgLHy+Jmn04XtUBZ/v8R1YRgMAPHDjGBUZabVjxnWvWFUNfYuQY3WeBDwIxkmDZ8h40FwGr14pIwox0Z7Sc2DyMQxfOfshUV4DtB8vM1XSCOp5eWOqLJzvi1/ynIoi9FkMD51USG4wohZ4gKcixbNUFwUOhRgFCrDDStkRGKayQ4YVZpNjPNRobNSrPbERFhjibW2cIJTgJqy+U+8fvZibjS6+HFoorxKLLZpC4u8iBCIco9vATvXrvGa8F4Id+dmSotyvmtrVTnh5J0V5imsCBzkCuzokhGiPvWR7lA3+QqJFMgs5Wbzpnni3gkxgcfAz2Cr4FOjK2uisxy4hlBOCmEsMYV48y2r2MGczUl/BL2bXeR5kuBbcnUWj5feMLiIqsb/oMWB2J2tNVGjI+/De7uud01evlO/80v7jffO9fn4t2F/Offpz7/mmyPWf21NNem7u6N/a3g5ceQBUT6k7I6p5YG9O2Nsz5QgpQGWymVORoFIoIUjR5tL+IqzD2F+i9N4NpjU2OkSFURWUUgXO4+uA6PxsFWcHwyAUa3poy7d65Km47HKXRE8TQ1VxKSBT7wnfHWC1BlCyCjGzXH5lJLDRLHHUT3L0RrIHr9kcxVaFI1+vn3dUAigOZ0ASUy6OGFACoHtg5+NV95uxNDfaB2h2j7ywpHgAJhk0hCN5pU6AQJhXyEQFvIzWYzwDT8xmyThpPKySbmJQCpT1wBltPPrjV9o2lKrUZer5hMWsfjxM1t6fYhudzpElk0XvHbI/r/+D+fBggEx+EPssJhpRrwJSDo9l2NhgXQzWrDva5GI98//dtX0QQHGLTNjsoVHXBSBgtVWrwQicgiI98QZhs8oMwAyskyN1MV4DaBBVY0T29PFedP/smpPpDEzaFAz1YaIJzpIG+fXuW3p/5UhpNMMmo1GUBJNE6vt6TX98Hvfiocry2wLUQClescwM04SXnzvvSP/3zx6k22N1R9vfrcGxiDBG6auD61jWbqzcGIRyMO7fmC6vvP0w8f+3IF/vyn+6Q/iAZjTX+sgAekc3R4ytll8OVt4fk1bh4CL/vzr8PNqQewHhjJbOGIxHEudn8avn3uLU+zwahMpUc2OyMSlYfCYruDoVDj9uUKNUNtFKtNKgBooYrJECKJjhpM6ZJlsysqMHgolhBykShYRKkmo9zD7VPw5YK4JOAXmGy4rRLI8FxVBwZfaprw5eCMzmznqXR0jZ6lNbL0Fho8oN6z5OuKSJoDXl/uimN5Sm0oX5x522NbIitOpgX5gqzdMrQa5khEaLWeRAjpYOBr96ygAwJhSiYvaveMAOWhOMvsBEuTxVPycELu8gv1ZpZCTQMFBu8IDBq4syckAJd0ellOLyNAANjJE6Ss1jAD9YbQkiA54MWdvqo7UC629t5YC+g8muOKfPh9qShtN03zsX8x9i+HvtXYfdz4rvaezUzTrnOWK9P+zLM5dYCUWa3N7Y4oX6G1R8LGiL+80K+vTb2NeLARHR7MgM6Lc83m2nV6G9pehgcLZ7GpSpUFxaagOZKeXlrHK+Xq1Pi14wcE7MPBf3rqLVV58OKPrzJgVGSaBxgdT4r6Q3d74MoUVYEIBw7US7CjaQmIoc1ZCgFnTBU0uMmIj6U148bekQwVcBaiZaGuJ1LsL+M5pGRBBn8KJQRRUg3ShkgokzkdEMlS05ivadIlhUCOYAGIV3vK8dZcbIk9BO7hQKTknUkwmhWZvSgEAT9EBZFbanrsXiGdgwxWPi70AAP1i2U6lMxp9AakUSO7/QSYEdAiAOjByBRPMoFxhMLMXE7TanryOROcLhhQNqcAIebx4YlW1w+e83vzYCHsDIX9iazUoKwO+kgad8v0k2xnlB0uakxBWrKEMxYhojj9WCI53DyLneULCQcjPxwtsJJOX7HaWTd7a63NdXhQtiKAQFXrGUEfzE49ICwKTdyB+uuErdnOj6+l6k4MZiCndrdf4o0ITG6QEdbpwQxk9uFbKwB0fYpTOO7f6W9ejIuDaLLm3jxbLu6NmQpOQuosxatrfbyCPv42leuj9pa7ezJXxgJzEKksuIWb04cLo/MZcSTMAsSEWAjRAmxXbz2BE/FG8O34q9fen/660JjS+xvet78j11fa9py7OFf1N/ybN65Sh4lTMmoif/QkVcDDFQMJVm1k8SVZ9bE101D0l06g4akyr9hi3zz7wklU7/IHMwVA5PbMGksjECiztbbV53/4LjuYqMHgMjlhoSxLlwTAxFNF5eGyxhMhq0OOKIhKQ0qVxGjU83i8kxPqF5iWejwugEuLm9UcevwxkS8iJvPaCClvdUOdflQuR2IxslkFXi9OYb65T0xXmmaf2RlQ233qH/7cDkYQsDAAaI0G8XjI6+PVm7bh0N/rYZgmSXm36/3112OpquoNLWAqzZYF+DWIymqbn2/QkwVasS0sdvngUf2VIZyhwJcF8mELokSJ0Zkpxztdb6msDcTFpihXFWZLvEJVOJoaVlvHfGUFybxcWgsFTrHIH8/MuMnOqeVLOzTz8cr+7tt0scoZTvS7gw9Cy/1jBgAUQByQFMRff2gCFjxdGA8XrsFUPporYyQmHwDQV9eF4xkZifISSVGjaf56JTRbZPRHanjfi+vw1W1kurBmC1z40/4YLldlRJRSKAtgZXI8YBjpgrI3CUxW8XzVanYwRHKkUoH7sL0+vslMAYCWKhHIRJmWLVKxWVK6QMlgijBAe2LyUEZl9tO1LgQAnWzSUx1KrsspdkRg3vmiGugtmVQ7PVxvWAiKOxgTAikBII6QylBMaXEIgc9q9BzAaLWeAo8hC1hJ++B71RUAAuWOtD01tSaWVFHuJ9jNjrnTtY6HrmHflYdzj4gLBcN8Hml1TfEsJxg5SeS4xYY8V4HXZ/sj9ECU5Q2x7F62xcE1Wnl6MwciATgaoLPdS4cFwGWwIruHEiXFxZohk1OXqwZYhbKq0dJC9MKTrmbGRIYGjBUAenfmXe/c9aYyRXKTcX6nYek1rf26adgync5dj1eRp+vw5cHZ6yvgpGBBNL2+CW53lvZA1BmLUhXUmPDGe9X8XLe5Np09OQ8P9uW5aX8f6C3N2aokWcCJHKW2LFNhEWm0PTf3ppLJQguHvjs6AfSvrsLHM892Z7+5j7y8ZI7nBHzOVFpYLEEgsYNocAepNg+ubLT5MFEGjCq1tMgZoCdyctBHRjsVABrAO5yiO0PI6MBZ016CAQ/9AtAKdxA2TuwNypxeidWJhQbGuK8lVQTD5j0B0Q0vjYtqyrwwyQgluLj9YMUSyaqcEboliPRupHUiFyF0E3KuFCE6AruBH3gyZHRxgc1lqzqzFTecdXtwowywbKAw1bo8EqNhsB67J5NQu+XNZnA9BZ+PAM3jSTa4xMuHVKaMAFae3hE//Npq9qX1HgcAOhDHlQ7hPC+YF6V7JifJTjck5Y48XRYB8S/VjYm0yu6gwZsC4YK3yOe5tTr39GB6evEvNhLQ+KkyZbg2bi58bgLf98/VBdU+HuPWGBgBGV99m4/lmKBThFKUyhtBs5/dZ9983zzcEw8fE29+JM5fNPtHYaGHzh+VuyvZ/ka1uZAN5szBnN0eQpxEoJgqE+703Azc+f1vM9tHkzeNji/h1U0olGWuLvyXTykIs5ms/OcfV2/eduNpSalhAXT+9OPh2x/2//rf//b/+L9//8Pvu4tzHQD04dHw3e/T/+2/3739MZFvU4NpBFrs9M6cazJzNX4szQVuEkuJAzFuOCUs9Uz2MDXX0QYy7PrE6IqhdI0z2igP15ZYBqQVmqxVgNFEEs9FK9W4ZBZXnIMAr7cFi7UFFCtIbFcQT4TxhFn5ig2wIJqwafQ8Nhdf9gHKzOEAnmpoNJpUKiYiAcBuiRolC0pg0KmisdHzpIvGZiecLzkdDg6djoxGJpeHAkH6/VMSAu1sKdnt5cu1ZHtqEEkRqEK9BcEP/pB0f8ifHjK7XersLD8eB71ettcjWMyT/ZFzuw8nkgJA59vbSgeTMk5zLIjncSvU+kS4ubHVx3JXBCUKbDhTAOhKXwro3JqK+yvF6a1rtDKGSRwUB1PtzQMxnKqqTcH1ffjtu9RwpGq2xK/fpD99Vz4cHYOhfDbXPj3H//Tn6XCofXggr2+TwCeabQ0AAZA1WEAsKjV5tsBe7czHSzdoXnB4QGGw8EpVDx+yUFTm8soCAGJWmsrwyQwdSBawv+nCfHr07s98/ZEeeAP8aTxxBcMUPBArjEffwosn0ux8VV1pm5M5ldVNV+pwhRuEOtjMQFBktlD1phODlaoxUNUWptzIZEgQT05jS5BUT7EGeLYQR2VHsKxhVBgIc31WusUmKxw40GRKAjGPJJUuHxfoKggdkM5g3jg51c+1ubkmG1+lZah1bKWGiQct4qk3PFz/5sJXFIGDj9aO9tQay4kBYVw+5nDs7Q8cg56927aUSrp0WlmpmOCXtY4hVRImcpxMVZSvA7qJwTcB4kGOe8JMUOoWJ9tk4xosbAgDMjUCoe/wU+FPriAVsMzpPwnH+RClvH7G10VEeaC2JzM7iOBqQxxJolyZPZmbzq9Cp0d/o6VOJthEiJmMClJxERnlkVFOvSBbTWxnW/d+62q1ZP2RtjfUrHf2t++yr16S87WhPRQni+AdJ82ZaHtrPz64F2fm3kLdman7K1O5q4rnQKmzoxkMfZkqI105WR+N9R63M5BuD7azK8/tY/j5VeLqOvDuffbDx8K7t/nr6+hsageMrjXUjbYBXAn0UCTFBHUbz4F70uHfYkuOO0NmyhpAXhBHagO+aYPpVZwp1yIfIXL4cfFipxFxHgAAF4FJREFUPCsmSKHBRoFjMFr4EDMhJktVuFrMYMdgj+vEvLhVfKWjXR2Dk40bMN0b5vsigIZ+ngI5CApZE/M1SG1HuYYdYjhbjLgSisqI28KJ1RSNlWYPsbI1NUQSiw335AVD/3qrGtQlEaWqtSie4BKEwOVkhUMSv5+bJIVnF/HByAyB8ePn/K9/at6/Dk7XWlA0X/sGnD24yDLNl0DBHNOdoad6an+Ble+K2lN1tSeHLw/GAeLL7sRTVPwBCiBOJIqIKFpulN/9GH39zj5esMJpVBvyZgejLYC6c02pI4Sn41/2VcDNr14C8QI2F6AYs22kM7EGSLQ4dzgI1JpLnr4Nzs6FD9+YxnvG6bV8tOatzmTHO91kza91EXD8ZAllusiVQrMrqyeFNneO87dhqRUN985iX8eQIZMP5eoqYAohgl+v2xUKNJqFA1GBXINKdbdCCy9igdBNF6LHb4jtrXa4E7x8Dt29929vzI8fY9UBjvndlSxRpBWaMgjRIgWCp1u9NFeEHc5JwDljJZmNOKlPTYkKrzVTTXbK/py3vdCRBVRuMUZLnEXeHspTWVzY5vQiUG3lBgsEYDLN8IdRZ2T5w18u/+U/frq8a7P5OCXG6hBXGzGVlsPloxMK0uqUYgmfQkUGo1pr4IuUYC08s4uRyOlLDUckCWra6Q/JC0WLQoliMbVQhAKhk9fvsqU6rTtkRmJoPOZ3OoJQBE0WDneADm9BxBS7fTpf1MRi0lrVUS5ZPW5umrQ83A8WK6Le0oP8qtYM44kPsLLW5VT7LADoxljcXkjW15ZCh2fy4kHAIRLFi8zGRDHaqr/0ZTWcPfqGS30oicfJgy19+0NucwAWhnAp+ZvIw1OAJNG33+b/4R9W4GmLpanbVbbb8tHIsF55lgtXqSJPprjNtq7bB07HD0dodgcqlMTpHB0EwXpvavWF3ZEkSAA6q+sNU7miISJst4eSJMXdnm08dTQ7ykZb1u6p8W2Vs8DxIgA0HOB+sfTvDwkA8ViC5fLgbrHzpfP1+yqRZIF+9Uc5BtzT6gQMQ68/SaeNZErrcLIcHjZwW2CdwIpw+rODxVfQYcmNNIMHN99QWJHGiRxRaqrFTjap8QojmmeGkswQwQkEOOBlBgsGZasbT9H8MmqdanExACjUeppUcaJQM2RKGr46rKcBhgplOD8KiBoe13kaKrUNeMiAgxKKimsNc6mszeckaTwNQxiLC8iUJFuQZ0oSgGbgTK2xrtbX5OoSgOkG7lnBTRbEsbTcFxabbGylFoG1q750UffHaGRRlC5LgHD4CIo7eOIJ0dxenAwWDHMSpLha03R6+mZbXaqKgDuPFwYQQIDOkxnOxinkxYW8dL+NXhxJWIdN9Pw08XiTf/NcfnkuLBY2EEy9Ia4dffMm9+59DvR0vSuudAVkhQKWA8p4cXSU2hJgZgDHQZKWa8iaQ0u2qvAQ+G5HrS84u3evDoZykw0qHA798s77/Dby5l3i+sb/8WP244f8m9fpi/PAsG8olyTFgqhUkeZKQlilprTeV8CLp6vsfEPYmqjwdFHYzXhG87WjUjKni6YlEPSMNloshYvfXUE6WZARpEhjRBoD3RvQu31au0uKG2KFuYmcBOT/YOEGHg0xzRelh0mO1YsLIkFt6a3Ax/UqANwctzTUxCr8SFEUzqrZwJrlFI1FqjKJVWaBWEsRaZGdYARJen8CwQQBHPSGqkZbkUyxQN2HI5QQcVKuqJJJmdVCNRlPrNaTRJK33vrGU+vrd/kP3xfaI6GPQM2ebLXz5cuiao9/+eytDYWRItWbRVYSZSaK9FBcGgqwmF2ocblNkeuL4HvlkThbpQEyzkiSCDzw7EL306/E2w/G0wsuWUWpOqqPueDSg7UStPB874xkqOOtqdhhba4NwMXqfR04Cc7b31hXl46PvxZTdcpwp7p67S720PxMXOqh4YpbaqHulLU5Vw7n/HLzBAAoW6dUJmxjFI2vjIkWy0Oi8XlA7UGdrdsWpacb+tmBnG7jwJpNFgQMMZ+3AuUXKxFEx0zRyhGidFEby3IcIbS7hTAgas2ZZ8/m0U7WGAsf3ifnBwugc7yKgimwGxOoQjoH4XviNtzG2uil6j2oufRFK9L+3hOrcGMV6v7OSJbQ2++IxV6ZreB+8Pkqc7G1fqmoBu4senoTBbQ6XjkBdLxBPOEwU1ani3rgbnDiABDgTkCpeCKUTDvCEXt/WDs737jcZomMbXfJTU663Y/7NLpDYj8hMztY0YTOZGXlCya3h1UqmyFe5oq8Nx/JRo9RqKB6HV1f2QgC2V0oRoK8xdMg7196z2+7hZLW5+Ul4iq3i8dlI7kEJWKGy+syPDIS5RVLGgBHMs0eLaXFDsAxak2lANDLS1O6zjR4ULrKSpboiTI9VjwBtQGbtr4yAlLX+qJ8gw2CrD0SXNzZj9emSosG0XS7Vz88u8MEenkh/vKX2fffVS/Pw72ONhw4MelRpayMhFk2O77Z1R/YSmUl2Getri2V1cu1r9mVTFeqxVbbHYnmGx2ZoS5XAWDNIAoBl40m/IEPx+R05iGiFDLDBHy5ukm++1i5eyS7A20swfiS72H0eKmFIp7NlkjRzy4ijy/5YJxabmvwZYQoF1iC1oRMJlqnE8pkDWZ8GxyogwDUbTgrLPZMvrRMrGFKtByVlW7wUIw+XEZvDdE9SWaiziZbjHSTl6mJARkjMTxRyOmkiuWYtIJ6BmSEnQfWZfOwwPxkKnznXCKnwOKLcOs1o0UokiGdiS7T4Fsjg7k/kpYoDMjh4+RK5nhSCrgcjTBDQWowRIOwFImyQhGaM4hCKXq5p+gtzfWRJlHiRHPsTF0YzTLwFYOmCaAJSLTGiO97AU3MVmWltqLaU+fqomiaDv4LKxRnVWqGVsc+ngbmy/Bk6u0PLcOxBWJbrSkaTXWbU9dy4+wPcQp2vQZLU6uqRwPnch6YDDz9tuPr6rSs17fk9V18OsfJ9RcX4bu7BLDvSlPcHCriBRqRpZa68lpPiylzgksWJUY3IjKcYkOXqcjx7LocZbRWPX8T25yZqm1uvcMDQnNx63x8HXr1mji/tN/eBp4fY4930dXSWszzwmEgJdRMnkPmGOkCI1/nljv8TI0ZK6BsndWeyfAlWjiPatvd6odhlepO3Odbj4IRVbnuSxV04aTwyzAUmQEO1cxze/WwPH6NN6iIkPJSUz/dBo63JHy+wdz77vv+v/nnx1/+eJxtkv6wSm/hSbSo0HGkm4p8T/74XWWw8yutyOqXscTI6FQJlSyFkQeCi6dC7jjL5EerM1ujy4XI0+yKQBiCISZIiOcnSlA3FkQQPIIQuZxskEjzpWe3DwDLjibQeKn93Z97Lx8yySzz/6vpvH7byLI0fpVIMedcTMWccyarSBZDMRdzFpMoSraC3W7Z7bZ7sUBvb3fPw87T7GIwbzNv+1fuKQELCAIhEJJ4w3d+36l7z4mnhJO5N0GgGzCzI0m6fhkqI1cBVW/0rT3WmMsBlEBqCzQnlkPuMFtWrVRV6DFUq8mZnno8Ub7+5Pvpu2NzuJy9HYwjO6g+uvIm0WSHdabazX2o1JS9/JyeHw3bJ6MrhrpTUyh1ifsRxNjnb8mP/5acHY2nV+/Lt9jtB+fP/5H76ddUtYNSJCLrqDW8rne4lQan0uACQa+ezPn+eW2hyHUkHA0qDxzerGB4SHrSkljZIMOQSMNeLY2llBoNCoe1sZTaaEPxjGGyLNjc8Ktc8KfrfbZJ5ad/D492MuDoL7/mgBZBfVpTHYyALYr8ybPhKmJ1cs6vUTSNYQ6OA3ZaTKhzI6JrtUZQfYYTHXmJETx/9cby6OEH2/EJZ2aS59fIaIF1h7oarQaOy5Oc06O/OxK//BiZLi2dAdYe2EfL6O5EgQmrtb1mxwU4La6IvSb+9Zd9q5tRablev8nm0BgtErdflSIwd1ggVABY8c02NqsYT5pM1kunCyZankhJo4nrRltxevQc3hnLNTZePj36spkz2GDNriFfUfiivPbA749cC2VIo0bJhC4SUltMPAcuCwf0339ZQ6wFQCNIlUKJCkXB5mRqjMB1XjRHKnosGe8xEGhbCJXbIhKCYhK54yhFoc5c1F1IS21uucXvzTR3T64ijdhCprea9UHXHfGZ0fV0KalW0ft3ns+fsw/34e1NkOngYJYDnkubFTls4MM4oMjAxT7/eTIlujuRT8+1b790lxs7W310g43mmu3RQZbZkrnwhvVN/P6hEI0JsjkFvC6V1URRnEhdZXLCLmPe7ELgDpsdbYGEj6Nxu9kmRLN56OfvrU+fSz9+rtRbWrImn2y8NGMGjS5QRjZRiaFuNxpPqMGR2FznkTQYJhQvCegpFiiItVYhUJHBycFDl740P1yQhAvyYE5U7CnLA0VtpKMHpip7+luXSksjEQF7sD1ynSbVgGixjCJbBLctUerY5y6g3QDRINBA0JhJ6nDpNXqezSWFqU/m1a2BxxnkqkBJ4kqybPMHeTAp2YwolbwGE8Amc3LCaPJSh7NJyHxd1JpgINPh3AUQTyDNomgClJrSJHIaT5A9aVess00stw/x+d4DLjZd5vjjKJgEWpc0GUu37+wP/dN5FAS61caJoqxEySG2uX1s5QDA4bczdiYgaKqsJAoSum5YLoL3d4XDLrecJabTxHKanc9Tx7vsy0cShIWtNjF2rNc+VtZbWmDbWJ7rjaNIjgc0RlSxYg2vthzuyDl4a7uPTewA+/fmxrfSwebtyd4eyLtDBTiwza318GC7e3Cu18bdBj8dvce9b8jospmLoB/FYogg2A6N9Y4EFt74xtCdK8G1w/f1vY3tmgMQTXf9bSZBtyP5osMXloIWh2L6ci2QKhgCb32UAatNONeMy/SYxGiWwwvcKXIH+UDQzYF1tg0BOMMXyHRr4IS45/QJYPKkqjMhyAqpJnq6/sG1+5RqLJxOiPNu8ZkQmb3YpQSpcbHRK9Y4wezrXOBn19reWNQbS+ptPnA0WRYVy9JgGNFNXSLJ73RczabbZETgv8BIetjzVVIA7cnKAjpSb8uHU8f+trDaxNPFSxDoSl+QaV4mmle+KqpsVaWVpH/QzE9YZy4r0Be5ylm8AGJ3RtHyPCHcbv3bjfNmY/jx1XX3IJ4v0Ycv0u+/uzqrs8FWkKoAQUMUPRss8XpfNd2b2D7WJynw9dtDUQWzMGzfO3/5S3mwVe1eLIOtLF5Eudo5Ub9sDMXNwRVRZwW63DwDae4N1d2hLEGiwVG5/eLyESjTVEgtKNc0Y4ELousRGZEnpVTjbMEEd1BotFzotBfNRjye1jj918mcsd4O4i5upYVbvQiM+dPXwB9/o+qjy1wdjbeGOIEg4I82Nqon0roQWJPbR8odkvIkiKh4HUFZsmR2JsRSMwoQMokZVSfmwd6+fnLungz1PprvZYdH4+nFfv/igXVGd1S+AHt6Abz5/AYD/H95Ddw+ePanUIFSvVWbFEhU6OW1V2s785ReaWBL5Y6XmViKzR1jZqHWcK01cACrW4NwMCmDNzt87BICX0yWfB6/BCzCeBZg27UU+C1GOphJ//grOZrzPn3w/ddfWtEImsycvigqNbRsX8eyNhQXYFYUDskqZU80rDMbr7UqzvUV+v2PB6sNhcLXoTDH5kDDiXG+UzJLIUlzQaAphg/OptDggS43RtIqIwzl2GTU4k7fXQogyAFKN4dSZq4+vThr3TO6d7Y9aW6OGmbKG0y58P+s14q7I75emvpdXbdppAgtkdW0ak6n7TybUhYINehaPCECzS2VDLtd7uMPTRDo8RwbTJUg0MutCQxvkeKTRWUuL2+2rEDNjSZerZnYI95F2XzphSUdiV3mCUm7iwHHgUDD4gfE9vm4oRDv8Yn69bfR1+/1T69UIsNhptbVMQjSEMsJ2SYAIYHRhHpMJBJVsC3bo3yqhYXSZ/mmsLnUOJLI7FYYHWqTh+dJ8rO0pjrEybY1VlTSUxM909dHWI0xUU1TuYK9JcdVNjfwgb7Zd5E1DECh0rSDYmpNyO4RsKltI5vikMguTBaVx4sbzUp/SG918Et1GwRR3Huls6BIUhuOKdkrDkkxiCM4eog3YOrhY6bzPAeYsMwZ0Za15iYg6GSJF8ygSB6Fc6xMe6MXAO/hpJKoWPoz/81dbPsQvrn3TbZWeqAganyiJmj2DeOVp8M4KjUzmKoSheXyymCIrfOeSF+AHW/1lNOFrd3TE0VJriCGgYXwEAyfQTgEKacoYzKpTCQ1ZMFerThhRu7uU8dTkhnYBn3bZOzqD+39sa3cUAO8x/KicEacL2OdYaQ3StZavlhe4otfeSNcUMLOGF/cuhcHC4jY3ZN3tGALTm1u8dmNdrxUzFea4Uj+7t532rvXC1u/q6lWxEWSVyzyqYqgQguYiXr/3v3yNQrOe3kyrh/MD68+RNKSUkNdrNnTeWs4bghGNZGEPp42QiRMZq3esNjiYjucArZosQu9UQhzYLVp7S610ysDv/P/Ah0Ip3nOIFu0hX2SGxWCJZEpz1S6a6ObjwSo2Ne//t7w5lGUEo32BOIhEGir33QuQiavOpDFvBnp+C6aqfNqDK834Y0WIApsqUYQX7qp9QfRbOGBQadpnKadUgmwpHC9CQcjCLezdwryZU6rr6BoKbBwjbZB/KcZ5fGD702gLzI9bpBGuSk/QKPZe2x+0jfGAtiK9b4QcClLXpEV4e1t9PWV3Nw4+gPxbi+fLtHhiP7xz+xf/5GZ3vEW99JCk63tp7cjsiGq9uQ//1aCn3z7M7J91rXG2lSRuzjaJnv98/eIJ4W2L1hjxvroYotH1K+nW+N0o+xMrmjmotK+AHOw3jkBqYCgYzX0w58ZpQsEWgmAAwKNpEjv5eg9fJ2bK9IhtQXFc/p4CnO7FNEIRtWd4aQ8GFPBurc4rrpjfzTH+Z9/bo8fHbOjorcSvvvsBdLPUJfFhlRhQlRPorCiWEHw4ad+JGWQqlCtF/cltRI9kpiQ0oEai0CQEC3ex6cnz2BvqDBo+04x30s297qPX/3MVJYqsG2/d4comO7pwvr8KQICvTuZmbGiAzsqL4YQ3h4Eget3J1B99pAJBOkUoYqmlSI5+/hUKEE8EYomzam8abzKxrJaFdt9A/OHdZ6Aut1Nx5K6UET4+WsbdyCCYisvlxvoX/+7ONxr//NX4u9/m6WS6N1jNpK+hD2QLil5cggJF0YcxWOqctEVDmr8XlXQa9Kpr3777cHr59rsbPOXdFZwex+AMWdWfJjoxlBZ7Fz3VmqyJQBdBkKhh+JKX/jtj/Kf/12fHBSJMqoNrkdrPSyM5oA3XImefrQ/veKdEadEo+lKeHrETvfYfo8NGEWNEhdzsoiPmwjLh90wVbSO+sFCQWMys+Gh23P1er5yGZvPY4djslhhPdN4oYHt+u4lBAKdy0tBkd86+yCm72k0LWxRjq4ZwK1YllXr2u0+9vyBWG28REkI6x+HDxuXViqW22MOzHuREoMNDyfQaOkYrZ3Am3Y/onuORE7lcl9PpmlQHBiBQlkP8MQW7ZsouhutJYrsAa3Vo7f4BIGsuDq0DHdheuxNlNXNuaU61pBtdbYiT5MqtuZyScPeHMnKumPfZB2rdWwl2kz3nBnSYLCyXGxzCU24QK3jSOVXJrPG63OYLdpoAveFlK1+qD+N4B6u0X4RTmjM+IVOz6ZxalUNW6G7JKWq7EWbLMnLVWFnyemJYbizM0sb1VUWaDF7kqQtDmXZJrawoqJpdb3j6c+9o7W7OdKCOu8fA7cvgfWda7AwdcZYe2i+2SXpJp4raMkSW/gim5PEEhwQ6MNd4P1LfHvwkyUJ8ByoNmh0iVJWaiCX7uksWKvByKsSCR1VDnQ6kWCIu1j5Tg/ZycwzHDgnY8946p6vAiykT1yVjiVFqkt1x3iR74/zuSIey8tIWtcZeSF+9Kb2/tK8vLXePnsePgQWW8vNwba7sw9m8lafxwzFna7wy2v63dE3G5sGPe1oCJBu7jEauiEBH09Uz1cH89OX4PGja7RVMivp7Fb7fx+Ey59r++ZLAAAAAElFTkSuQmCC"
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(kind/image\n",
    "  (->  \"https://upload.wikimedia.org/wikipedia/commons/e/eb/Ash_Tree_-_geograph.org.uk_-_590710.jpg\"\n",
    "       (java.net.URL.)\n",
    "       (javax.imageio.ImageIO/read)))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dab1e8fb-db36-40c1-9112-b445af23f74c",
   "metadata": {},
   "source": [
    "## :kind/html"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "8787bf23-c2fb-48c4-8bc7-c514e8dfc4ea",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "<svg height=100 width=100>\n",
       "<circle cx=50 cy=50 r=40 stroke='purple' stroke-width=3 fill='floralwhite' />\n",
       "</svg> "
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(kind/html\n",
    " \"\n",
    "<svg height=100 width=100>\n",
    "<circle cx=50 cy=50 r=40 stroke='purple' stroke-width=3 fill='floralwhite' />\n",
    "</svg> \")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6b36fb17-e3dd-4460-b51d-04a7f68904a0",
   "metadata": {},
   "source": [
    "## :kind/echarts\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "a5e415fd-7497-487b-b0aa-1713982397c8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div style=\"height:500px;width:500px;\"><script>\n",
       "    loadScript_echarts = src => new Promise(resolve => {\n",
       "    script_echarts = document.createElement('script');\n",
       "    script_echarts.src = src;\n",
       "    script_echarts.addEventListener('load', resolve);\n",
       "    document.head.appendChild(script_echarts);\n",
       "  });\n",
       "  if (typeof echarts === 'undefined') {  \n",
       "     promise_echarts=loadScript_echarts('https://cdn.jsdelivr.net/npm/echarts@5.4.1/dist/echarts.min.js')\n",
       "     \n",
       "     Promise.all([promise_echarts]).then(() => {\n",
       "       console.log('echarts loaded');\n",
       "       \n",
       "                                {\n",
       "                                var myChart = echarts.init(document.currentScript.parentElement);\n",
       "                                myChart.setOption({\"title\":{\"text\":\"Echarts Example\"},\"tooltip\":{},\"legend\":{\"data\":[\"sales\"]},\"xAxis\":{\"data\":[\"Shirts\",\"Cardigans\",\"Chiffons\",\"Pants\",\"Heels\",\"Socks\"]},\"yAxis\":{},\"series\":[{\"name\":\"sales\",\"type\":\"bar\",\"data\":[5,20,36,10,10,20]}]});\n",
       "                                }; })\n",
       "     \n",
       "     } else {\n",
       "       \n",
       "                                {\n",
       "                                var myChart = echarts.init(document.currentScript.parentElement);\n",
       "                                myChart.setOption({\"title\":{\"text\":\"Echarts Example\"},\"tooltip\":{},\"legend\":{\"data\":[\"sales\"]},\"xAxis\":{\"data\":[\"Shirts\",\"Cardigans\",\"Chiffons\",\"Pants\",\"Heels\",\"Socks\"]},\"yAxis\":{},\"series\":[{\"name\":\"sales\",\"type\":\"bar\",\"data\":[5,20,36,10,10,20]}]});\n",
       "                                };\n",
       "     };\n",
       "  \n",
       "\n",
       " </script></div>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(kind/echarts\n",
    " {:title {:text \"Echarts Example\"}\n",
    "  :tooltip {}\n",
    "  :legend {:data [\"sales\"]}\n",
    "  :xAxis {:data [\"Shirts\", \"Cardigans\", \"Chiffons\",\n",
    "                 \"Pants\", \"Heels\", \"Socks\"]}\n",
    "  :yAxis {}\n",
    "  :series [{:name \"sales\"\n",
    "            :type \"bar\"\n",
    "            :data [5 20 36\n",
    "                   10 10 20]}]})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "dd25249c-deb8-4044-9f99-e7bb3045a7b6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\sqrt{x^2+1}$"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "^kind/tex [\"$\\\\sqrt{x^2+1}$\"]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "95c21ce2-bfa2-457a-ae0e-bdc8e7283619",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\sqrt{x^2+1}$$\\sqrt{x^2+1}$"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "^kind/tex [\"$\\\\sqrt{x^2+1}$\" \"$\\\\sqrt{x^2+1}$\"]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "bd3d72c8-77d9-4ff8-b39c-e871384d1707",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table><tr><td>$\\sqrt{x^2+1}$</td></tr><tr><td>$\\sin{x}$</td></tr></table>"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(kind/hiccup\n",
    " [:table [:tr [:td \"$\\\\sqrt{x^2+1}$\"]]\n",
    "         [:tr [:td \"$\\\\sin{x}$\"]]])\n",
    " "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "80bcb15e-2819-4ea2-813c-5c8fef6212df",
   "metadata": {},
   "source": [
    "## :kind/cytoscope\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "437d9086-e30d-4a44-a193-bcc95718c7ec",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div style=\"height:500px;width:500px;\"><script>\n",
       "    loadScript_cytoscape = src => new Promise(resolve => {\n",
       "    script_cytoscape = document.createElement('script');\n",
       "    script_cytoscape.src = src;\n",
       "    script_cytoscape.addEventListener('load', resolve);\n",
       "    document.head.appendChild(script_cytoscape);\n",
       "  });\n",
       "  if (typeof cytoscape === 'undefined') {  \n",
       "     promise_cytoscape=loadScript_cytoscape('https://cdnjs.cloudflare.com/ajax/libs/cytoscape/3.30.4/cytoscape.min.js')\n",
       "     \n",
       "     Promise.all([promise_cytoscape]).then(() => {\n",
       "       console.log('cytoscape loaded');\n",
       "       \n",
       "                        {\n",
       "                        value = {\"elements\":{\"nodes\":[{\"data\":{\"id\":\"a\",\"parent\":\"b\"},\"position\":{\"x\":215,\"y\":85}},{\"data\":{\"id\":\"b\"}},{\"data\":{\"id\":\"c\",\"parent\":\"b\"},\"position\":{\"x\":300,\"y\":85}},{\"data\":{\"id\":\"d\"},\"position\":{\"x\":215,\"y\":175}},{\"data\":{\"id\":\"e\"}},{\"data\":{\"id\":\"f\",\"parent\":\"e\"},\"position\":{\"x\":300,\"y\":175}}],\"edges\":[{\"data\":{\"id\":\"ad\",\"source\":\"a\",\"target\":\"d\"}},{\"data\":{\"id\":\"eb\",\"source\":\"e\",\"target\":\"b\"}}]},\"style\":[{\"selector\":\"node\",\"css\":{\"content\":\"data(id)\",\"text-valign\":\"center\",\"text-halign\":\"center\"}},{\"selector\":\"parent\",\"css\":{\"text-valign\":\"top\",\"text-halign\":\"center\"}},{\"selector\":\"edge\",\"css\":{\"curve-style\":\"bezier\",\"target-arrow-shape\":\"triangle\"}}],\"layout\":{\"name\":\"preset\",\"padding\":5}};\n",
       "                        value['container'] = document.currentScript.parentElement;\n",
       "                        cytoscape(value);\n",
       "                        }; })\n",
       "     \n",
       "     } else {\n",
       "       \n",
       "                        {\n",
       "                        value = {\"elements\":{\"nodes\":[{\"data\":{\"id\":\"a\",\"parent\":\"b\"},\"position\":{\"x\":215,\"y\":85}},{\"data\":{\"id\":\"b\"}},{\"data\":{\"id\":\"c\",\"parent\":\"b\"},\"position\":{\"x\":300,\"y\":85}},{\"data\":{\"id\":\"d\"},\"position\":{\"x\":215,\"y\":175}},{\"data\":{\"id\":\"e\"}},{\"data\":{\"id\":\"f\",\"parent\":\"e\"},\"position\":{\"x\":300,\"y\":175}}],\"edges\":[{\"data\":{\"id\":\"ad\",\"source\":\"a\",\"target\":\"d\"}},{\"data\":{\"id\":\"eb\",\"source\":\"e\",\"target\":\"b\"}}]},\"style\":[{\"selector\":\"node\",\"css\":{\"content\":\"data(id)\",\"text-valign\":\"center\",\"text-halign\":\"center\"}},{\"selector\":\"parent\",\"css\":{\"text-valign\":\"top\",\"text-halign\":\"center\"}},{\"selector\":\"edge\",\"css\":{\"curve-style\":\"bezier\",\"target-arrow-shape\":\"triangle\"}}],\"layout\":{\"name\":\"preset\",\"padding\":5}};\n",
       "                        value['container'] = document.currentScript.parentElement;\n",
       "                        cytoscape(value);\n",
       "                        };\n",
       "     };\n",
       "  \n",
       "\n",
       " </script></div>"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(kind/cytoscape\n",
    " {:elements {:nodes [{:data {:id \"a\" :parent \"b\"} :position {:x 215 :y 85}}\n",
    "                     {:data {:id \"b\"}}\n",
    "                     {:data {:id \"c\" :parent \"b\"} :position {:x 300 :y 85}}\n",
    "                     {:data {:id \"d\"} :position {:x 215 :y 175}}\n",
    "                     {:data {:id \"e\"}}\n",
    "                     {:data {:id \"f\" :parent \"e\"} :position {:x 300 :y 175}}]\n",
    "             :edges [{:data {:id \"ad\" :source \"a\" :target \"d\"}}\n",
    "                     {:data {:id \"eb\" :source \"e\" :target \"b\"}}]}\n",
    "  :style [{:selector \"node\"\n",
    "           :css {:content \"data(id)\"\n",
    "                 :text-valign \"center\"\n",
    "                 :text-halign \"center\"}}\n",
    "          {:selector \"parent\"\n",
    "           :css {:text-valign \"top\"\n",
    "                 :text-halign \"center\"}}\n",
    "          {:selector \"edge\"\n",
    "           :css {:curve-style \"bezier\"\n",
    "                 :target-arrow-shape \"triangle\"}}]\n",
    "  :layout {:name \"preset\"\n",
    "           :padding 5}})"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "db019ba0-91b4-4a5f-8574-2e4a5cf4e8f4",
   "metadata": {},
   "source": [
    "## :kind/code"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "496f1880-6c8f-4903-aa47-f0606f2b3c2e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre class=\"kind-code\"><code class=\"sourceCode\"></code></pre>"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(kind/code\n",
    " '(defn f [x] {:y (+  x 9)}))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "19c8d639-e802-453e-a312-579afeeeb52c",
   "metadata": {},
   "source": [
    "## :kind/hidden"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "eb660360-fc59-44cf-80e3-697d2993e035",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><div>Unimplemented: <code>:kind/hidden</code></div><code>{:x 9}</code></div>"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(kind/hidden\n",
    " {:x 9})"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b913b8e8-0c7a-458d-a522-42c809f33cdb",
   "metadata": {},
   "source": [
    "## :kind/video"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "2049adb7-bdb4-4bc1-be8b-16598faad44c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><div>Unimplemented: <code>:kind/video</code></div><code>{:youtube-id \"DAQnvAgBma8\"}</code></div>"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(kind/video\n",
    " {:youtube-id \"DAQnvAgBma8\"})"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c46f7b97-89d4-470b-b594-fe72980b43d2",
   "metadata": {},
   "source": [
    "## :kind/pprint"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "1513a342-4d02-4024-b6c0-2f6fa2566805",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<blockquote class=\"kind-pprint\"><pre><code class=\"sourceCode language-clojure printed-clojure\">^#:kindly{:kind :kind/pprint, :options nil}\n",
       "{0 1,\n",
       " 2 3,\n",
       " 4 5,\n",
       " 6 7,\n",
       " 8 9,\n",
       " 10 11,\n",
       " 12 13,\n",
       " 14 15,\n",
       " 16 17,\n",
       " 18 19,\n",
       " 20 21,\n",
       " 22 23,\n",
       " 24 25,\n",
       " 26 27,\n",
       " 28 29}\n",
       "</code></pre></blockquote>"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(->> (range 30)\n",
    "     (apply array-map)\n",
    "     kind/pprint)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "747864e7-74f9-46a5-ad20-4954ec23fca9",
   "metadata": {},
   "source": [
    "## :kind/fragment"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "6a32802d-8148-452b-8142-37bbfe2d01f2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><div>Unimplemented: <code>:kind/fragment</code></div><code>([\"### subsection: purple\"] [:div {:style {:background-color \"purple\", :color \"lightgrey\"}} [:big [:p \"purple\"]]] [\"### subsection: darkgreen\"] [:div {:style {:background-color \"darkgreen\", :color \"lightgrey\"}} [:big [:p \"darkgreen\"]]] [\"### subsection: goldenrod\"] [:div {:style {:background-color \"goldenrod\", :color \"lightgrey\"}} [:big [:p \"goldenrod\"]]])</code></div>"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(->> [\"purple\" \"darkgreen\" \"goldenrod\"]\n",
    "     (mapcat (fn [color]\n",
    "               [(kind/md (str \"### subsection: \" color))\n",
    "                (kind/hiccup [:div {:style {:background-color color\n",
    "                                            :color \"lightgrey\"}}\n",
    "                              [:big [:p color]]])]))\n",
    "     kind/fragment)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2294c18f-8e4e-4f15-b4cf-ccbf918e6b0f",
   "metadata": {},
   "source": [
    "## :kind/portal"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "fef69f5d-afcd-4063-b1db-87b627383718",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><div>Unimplemented: <code>:kind/portal</code></div><code>{:x (0 1 2)}</code></div>"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(kind/portal\n",
    " {:x (range 3)})"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eb34685b-b61a-4b6b-bf9d-5c2867cdd50e",
   "metadata": {},
   "source": [
    "## :kind/highcharts"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "d8bff061-7d5d-48c9-8f8c-fbb61b915fce",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div style=\"height:500px;width:500px;\"><script>\n",
       "    loadScript_Highcharts = src => new Promise(resolve => {\n",
       "    script_Highcharts = document.createElement('script');\n",
       "    script_Highcharts.src = src;\n",
       "    script_Highcharts.addEventListener('load', resolve);\n",
       "    document.head.appendChild(script_Highcharts);\n",
       "  });\n",
       "  if (typeof Highcharts === 'undefined') {  \n",
       "     promise_Highcharts=loadScript_Highcharts('https://code.highcharts.com/highcharts.js')\n",
       "     \n",
       "     Promise.all([promise_Highcharts]).then(() => {\n",
       "       console.log('Highcharts loaded');\n",
       "       Highcharts.chart(document.currentScript.parentElement, {\"title\":{\"text\":\"Line chart\"},\"subtitle\":{\"text\":\"By Job Category\"},\"yAxis\":{\"title\":{\"text\":\"Number of Employees\"}},\"series\":[{\"name\":\"Installation & Developers\",\"data\":[43934,48656,65165,81827,112143,142383,171533,165174,155157,161454,154610]},{\"name\":\"Manufacturing\",\"data\":[24916,37941,29742,29851,32490,30282,38121,36885,33726,34243,31050]},{\"name\":\"Sales & Distribution\",\"data\":[11744,30000,16005,19771,20185,24377,32147,30912,29243,29213,25663]},{\"name\":\"Operations & Maintenance\",\"data\":[null,null,null,null,null,null,null,null,11164,11218,10077]},{\"name\":\"Other\",\"data\":[21908,5548,8105,11248,8989,11816,18274,17300,13053,11906,10073]}],\"xAxis\":{\"accessibility\":{\"rangeDescription\":\"Range: 2010 to 2020\"}},\"legend\":{\"layout\":\"vertical\",\"align\":\"right\",\"verticalAlign\":\"middle\"},\"plotOptions\":{\"series\":{\"label\":{\"connectorAllowed\":false},\"pointStart\":2010}},\"responsive\":{\"rules\":[{\"condition\":{\"maxWidth\":500},\"chartOptions\":{\"legend\":{\"layout\":\"horizontal\",\"align\":\"center\",\"verticalAlign\":\"bottom\"}}}]}}); })\n",
       "     \n",
       "     } else {\n",
       "       Highcharts.chart(document.currentScript.parentElement, {\"title\":{\"text\":\"Line chart\"},\"subtitle\":{\"text\":\"By Job Category\"},\"yAxis\":{\"title\":{\"text\":\"Number of Employees\"}},\"series\":[{\"name\":\"Installation & Developers\",\"data\":[43934,48656,65165,81827,112143,142383,171533,165174,155157,161454,154610]},{\"name\":\"Manufacturing\",\"data\":[24916,37941,29742,29851,32490,30282,38121,36885,33726,34243,31050]},{\"name\":\"Sales & Distribution\",\"data\":[11744,30000,16005,19771,20185,24377,32147,30912,29243,29213,25663]},{\"name\":\"Operations & Maintenance\",\"data\":[null,null,null,null,null,null,null,null,11164,11218,10077]},{\"name\":\"Other\",\"data\":[21908,5548,8105,11248,8989,11816,18274,17300,13053,11906,10073]}],\"xAxis\":{\"accessibility\":{\"rangeDescription\":\"Range: 2010 to 2020\"}},\"legend\":{\"layout\":\"vertical\",\"align\":\"right\",\"verticalAlign\":\"middle\"},\"plotOptions\":{\"series\":{\"label\":{\"connectorAllowed\":false},\"pointStart\":2010}},\"responsive\":{\"rules\":[{\"condition\":{\"maxWidth\":500},\"chartOptions\":{\"legend\":{\"layout\":\"horizontal\",\"align\":\"center\",\"verticalAlign\":\"bottom\"}}}]}});\n",
       "     };\n",
       "  \n",
       "\n",
       " </script></div>"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(kind/highcharts\n",
    " {:title {:text \"Line chart\"}\n",
    "  :subtitle {:text \"By Job Category\"}\n",
    "  :yAxis {:title {:text \"Number of Employees\"}}\n",
    "  :series [{:name \"Installation & Developers\"\n",
    "            :data [43934, 48656, 65165, 81827, 112143, 142383,\n",
    "                   171533, 165174, 155157, 161454, 154610]}\n",
    "\n",
    "           {:name \"Manufacturing\",\n",
    "            :data [24916, 37941, 29742, 29851, 32490, 30282,\n",
    "                   38121, 36885, 33726, 34243, 31050]}\n",
    "\n",
    "           {:name \"Sales & Distribution\",\n",
    "            :data [11744, 30000, 16005, 19771, 20185, 24377,\n",
    "                   32147, 30912, 29243, 29213, 25663]}\n",
    "\n",
    "           {:name \"Operations & Maintenance\",\n",
    "            :data [nil, nil, nil, nil, nil, nil, nil,\n",
    "                   nil, 11164, 11218, 10077]}\n",
    "\n",
    "           {:name \"Other\",\n",
    "            :data [21908, 5548, 8105, 11248, 8989, 11816, 18274,\n",
    "                   17300, 13053, 11906, 10073]}]\n",
    "\n",
    "  :xAxis {:accessibility {:rangeDescription \"Range: 2010 to 2020\"}}\n",
    "\n",
    "  :legend {:layout \"vertical\",\n",
    "           :align \"right\",\n",
    "           :verticalAlign \"middle\"}\n",
    "\n",
    "  :plotOptions {:series {:label {:connectorAllowed false},\n",
    "                         :pointStart 2010}}\n",
    "\n",
    "  :responsive {:rules [{:condition {:maxWidth 500},\n",
    "                        :chartOptions {:legend {:layout \"horizontal\",\n",
    "                                                :align \"center\",\n",
    "                                                :verticalAlign \"bottom\"}}}]}})"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c4b60e95-5d0e-479a-ac43-0f8b3fa5056b",
   "metadata": {},
   "source": [
    "## :kind/fn\n",
    "\n",
    "Partialy working\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "cc89a34d-4b66-4cc7-b8d7-99a2ebd2bb0c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div class=\"kind-plotly\" style=\"height:auto;width:500px;\"><script>\n",
       "    loadScript_Plotly = src => new Promise(resolve => {\n",
       "    script_Plotly = document.createElement('script');\n",
       "    script_Plotly.src = src;\n",
       "    script_Plotly.addEventListener('load', resolve);\n",
       "    document.head.appendChild(script_Plotly);\n",
       "  });\n",
       "  if (typeof Plotly === 'undefined') {  \n",
       "     promise_Plotly=loadScript_Plotly('https://cdn.plot.ly/plotly-2.35.2.min.js')\n",
       "     \n",
       "     Promise.all([promise_Plotly]).then(() => {\n",
       "       console.log('Plotly loaded');\n",
       "       Plotly.newPlot(document.currentScript.parentElement, {\"data\":[{\"y\":[5.1,4.9,4.7,4.6,5.0,5.4,4.6,5.0,4.4,4.9,5.4,4.8,4.8,4.3,5.8,5.7,5.4,5.1,5.7,5.1,5.4,5.1,4.6,5.1,4.8,5.0,5.0,5.2,5.2,4.7,4.8,5.4,5.2,5.5,4.9,5.0,5.5,4.9,4.4,5.1,5.0,4.5,4.4,5.0,5.1,4.8,5.1,4.6,5.3,5.0],\"r\":null,\"name\":\"setosa\",\"marker\":{\"color\":\"#1B9E77\",\"size\":10},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.5,3.0,3.2,3.1,3.6,3.9,3.4,3.4,2.9,3.1,3.7,3.4,3.0,3.0,4.0,4.4,3.9,3.5,3.8,3.8,3.4,3.7,3.6,3.3,3.4,3.0,3.4,3.5,3.4,3.2,3.1,3.4,4.1,4.2,3.1,3.2,3.5,3.6,3.0,3.4,3.5,2.3,3.2,3.5,3.8,3.0,3.8,3.2,3.7,3.3],\"text\":null},{\"y\":[7.0,6.4,6.9,5.5,6.5,5.7,6.3,4.9,6.6,5.2,5.0,5.9,6.0,6.1,5.6,6.7,5.6,5.8,6.2,5.6,5.9,6.1,6.3,6.1,6.4,6.6,6.8,6.7,6.0,5.7,5.5,5.5,5.8,6.0,5.4,6.0,6.7,6.3,5.6,5.5,5.5,6.1,5.8,5.0,5.6,5.7,5.7,6.2,5.1,5.7],\"r\":null,\"name\":\"versicolor\",\"marker\":{\"color\":\"#D95F02\",\"size\":10},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.2,3.2,3.1,2.3,2.8,2.8,3.3,2.4,2.9,2.7,2.0,3.0,2.2,2.9,2.9,3.1,3.0,2.7,2.2,2.5,3.2,2.8,2.5,2.8,2.9,3.0,2.8,3.0,2.9,2.6,2.4,2.4,2.7,2.7,3.0,3.4,3.1,2.3,3.0,2.5,2.6,3.0,2.6,2.3,2.7,3.0,2.9,2.9,2.5,2.8],\"text\":null},{\"y\":[6.3,5.8,7.1,6.3,6.5,7.6,4.9,7.3,6.7,7.2,6.5,6.4,6.8,5.7,5.8,6.4,6.5,7.7,7.7,6.0,6.9,5.6,7.7,6.3,6.7,7.2,6.2,6.1,6.4,7.2,7.4,7.9,6.4,6.3,6.1,7.7,6.3,6.4,6.0,6.9,6.7,6.9,5.8,6.8,6.7,6.7,6.3,6.5,6.2,5.9],\"r\":null,\"name\":\"virginica\",\"marker\":{\"color\":\"#7570B3\",\"size\":10},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.3,2.7,3.0,2.9,3.0,3.0,2.5,2.9,2.5,3.6,3.2,2.7,3.0,2.5,2.8,3.2,3.0,3.8,2.6,2.2,3.2,2.8,2.8,2.7,3.3,3.2,2.8,3.0,2.8,3.0,2.8,3.8,2.8,2.8,2.6,3.0,3.4,3.1,3.0,3.1,3.1,3.1,2.7,3.2,3.3,3.0,2.5,3.0,3.4,3.0],\"text\":null}],\"layout\":{\"width\":500,\"height\":400,\"margin\":{\"t\":25},\"automargin\":false,\"plot_bgcolor\":\"rgb(235,235,235)\",\"xaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-width\",\"showgrid\":true},\"yaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-length\",\"showgrid\":true},\"title\":null}}); })\n",
       "     \n",
       "     } else {\n",
       "       Plotly.newPlot(document.currentScript.parentElement, {\"data\":[{\"y\":[5.1,4.9,4.7,4.6,5.0,5.4,4.6,5.0,4.4,4.9,5.4,4.8,4.8,4.3,5.8,5.7,5.4,5.1,5.7,5.1,5.4,5.1,4.6,5.1,4.8,5.0,5.0,5.2,5.2,4.7,4.8,5.4,5.2,5.5,4.9,5.0,5.5,4.9,4.4,5.1,5.0,4.5,4.4,5.0,5.1,4.8,5.1,4.6,5.3,5.0],\"r\":null,\"name\":\"setosa\",\"marker\":{\"color\":\"#1B9E77\",\"size\":10},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.5,3.0,3.2,3.1,3.6,3.9,3.4,3.4,2.9,3.1,3.7,3.4,3.0,3.0,4.0,4.4,3.9,3.5,3.8,3.8,3.4,3.7,3.6,3.3,3.4,3.0,3.4,3.5,3.4,3.2,3.1,3.4,4.1,4.2,3.1,3.2,3.5,3.6,3.0,3.4,3.5,2.3,3.2,3.5,3.8,3.0,3.8,3.2,3.7,3.3],\"text\":null},{\"y\":[7.0,6.4,6.9,5.5,6.5,5.7,6.3,4.9,6.6,5.2,5.0,5.9,6.0,6.1,5.6,6.7,5.6,5.8,6.2,5.6,5.9,6.1,6.3,6.1,6.4,6.6,6.8,6.7,6.0,5.7,5.5,5.5,5.8,6.0,5.4,6.0,6.7,6.3,5.6,5.5,5.5,6.1,5.8,5.0,5.6,5.7,5.7,6.2,5.1,5.7],\"r\":null,\"name\":\"versicolor\",\"marker\":{\"color\":\"#D95F02\",\"size\":10},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.2,3.2,3.1,2.3,2.8,2.8,3.3,2.4,2.9,2.7,2.0,3.0,2.2,2.9,2.9,3.1,3.0,2.7,2.2,2.5,3.2,2.8,2.5,2.8,2.9,3.0,2.8,3.0,2.9,2.6,2.4,2.4,2.7,2.7,3.0,3.4,3.1,2.3,3.0,2.5,2.6,3.0,2.6,2.3,2.7,3.0,2.9,2.9,2.5,2.8],\"text\":null},{\"y\":[6.3,5.8,7.1,6.3,6.5,7.6,4.9,7.3,6.7,7.2,6.5,6.4,6.8,5.7,5.8,6.4,6.5,7.7,7.7,6.0,6.9,5.6,7.7,6.3,6.7,7.2,6.2,6.1,6.4,7.2,7.4,7.9,6.4,6.3,6.1,7.7,6.3,6.4,6.0,6.9,6.7,6.9,5.8,6.8,6.7,6.7,6.3,6.5,6.2,5.9],\"r\":null,\"name\":\"virginica\",\"marker\":{\"color\":\"#7570B3\",\"size\":10},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.3,2.7,3.0,2.9,3.0,3.0,2.5,2.9,2.5,3.6,3.2,2.7,3.0,2.5,2.8,3.2,3.0,3.8,2.6,2.2,3.2,2.8,2.8,2.7,3.3,3.2,2.8,3.0,2.8,3.0,2.8,3.8,2.8,2.8,2.6,3.0,3.4,3.1,3.0,3.1,3.1,3.1,2.7,3.2,3.3,3.0,2.5,3.0,3.4,3.0],\"text\":null}],\"layout\":{\"width\":500,\"height\":400,\"margin\":{\"t\":25},\"automargin\":false,\"plot_bgcolor\":\"rgb(235,235,235)\",\"xaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-width\",\"showgrid\":true},\"yaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-length\",\"showgrid\":true},\"title\":null}});\n",
       "     };\n",
       "  \n",
       "\n",
       " </script></div>"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(-> iris\n",
    "    (plotly/layer-point {:=x :sepal-width\n",
    "                         :=y :sepal-length\n",
    "                         :=color :species\n",
    "                         :=mark-size 10}))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "75b02ac4-1535-495a-a4ab-4bdc2152436f",
   "metadata": {},
   "source": [
    "## :kind/table\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "6f8acb8e-5e66-4d99-b815-2d36d2f3650a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table><thead><tr>:a:b</tr></thead><tbody><tr><td>1</td><td>2</td></tr></tbody></table>"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(kind/table {:column-names [:a :b] :row-vectors [[1 2]]})"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cafb6f9f-34c7-4721-8d40-9e3940a3c963",
   "metadata": {},
   "source": [
    "table header not working ...\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "a0731db0-f2cb-4cec-8cf0-4042cce183d7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table><thead><tr><div style=\"background-color:#ccaabb;\"><big>:x</big></div><div style=\"background-color:#aabbcc;\"><big>:y</big></div></tr></thead><tbody><tr><td>*some text* **some more text**</td><td><pre class=\"kind-code\"><code class=\"sourceCode\"></code></pre></td></tr><tr><td><div class=\"kind-dataset\"><p>_unnamed [3 2]:</p><table><thead><tr><th style=\"text-align:right;\">:x</th><th style=\"text-align:right;\">:y</th></tr></thead><tbody><tr><td style=\"text-align:right;\">0</td><td style=\"text-align:right;\">1</td></tr><tr><td style=\"text-align:right;\">1</td><td style=\"text-align:right;\">2</td></tr><tr><td style=\"text-align:right;\">2</td><td style=\"text-align:right;\">3</td></tr></tbody></table></div></td><td><div class=\"kind-plotly\" style=\"height:auto;width:500px;\"><script>\n",
       "    loadScript_Plotly = src => new Promise(resolve => {\n",
       "    script_Plotly = document.createElement('script');\n",
       "    script_Plotly.src = src;\n",
       "    script_Plotly.addEventListener('load', resolve);\n",
       "    document.head.appendChild(script_Plotly);\n",
       "  });\n",
       "  if (typeof Plotly === 'undefined') {  \n",
       "     promise_Plotly=loadScript_Plotly('https://cdn.plot.ly/plotly-2.35.2.min.js')\n",
       "     \n",
       "     Promise.all([promise_Plotly]).then(() => {\n",
       "       console.log('Plotly loaded');\n",
       "       Plotly.newPlot(document.currentScript.parentElement, {\"data\":[{\"y\":[5.1,4.9,4.7,4.6,5.0,5.4,4.6,5.0,4.4,4.9,5.4,4.8,4.8,4.3,5.8,5.7,5.4,5.1,5.7,5.1,5.4,5.1,4.6,5.1,4.8,5.0,5.0,5.2,5.2,4.7,4.8,5.4,5.2,5.5,4.9,5.0,5.5,4.9,4.4,5.1,5.0,4.5,4.4,5.0,5.1,4.8,5.1,4.6,5.3,5.0],\"r\":null,\"name\":\"setosa\",\"marker\":{\"color\":\"#1B9E77\",\"size\":9},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.5,3.0,3.2,3.1,3.6,3.9,3.4,3.4,2.9,3.1,3.7,3.4,3.0,3.0,4.0,4.4,3.9,3.5,3.8,3.8,3.4,3.7,3.6,3.3,3.4,3.0,3.4,3.5,3.4,3.2,3.1,3.4,4.1,4.2,3.1,3.2,3.5,3.6,3.0,3.4,3.5,2.3,3.2,3.5,3.8,3.0,3.8,3.2,3.7,3.3],\"text\":null},{\"y\":[7.0,6.4,6.9,5.5,6.5,5.7,6.3,4.9,6.6,5.2,5.0,5.9,6.0,6.1,5.6,6.7,5.6,5.8,6.2,5.6,5.9,6.1,6.3,6.1,6.4,6.6,6.8,6.7,6.0,5.7,5.5,5.5,5.8,6.0,5.4,6.0,6.7,6.3,5.6,5.5,5.5,6.1,5.8,5.0,5.6,5.7,5.7,6.2,5.1,5.7],\"r\":null,\"name\":\"versicolor\",\"marker\":{\"color\":\"#D95F02\",\"size\":9},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.2,3.2,3.1,2.3,2.8,2.8,3.3,2.4,2.9,2.7,2.0,3.0,2.2,2.9,2.9,3.1,3.0,2.7,2.2,2.5,3.2,2.8,2.5,2.8,2.9,3.0,2.8,3.0,2.9,2.6,2.4,2.4,2.7,2.7,3.0,3.4,3.1,2.3,3.0,2.5,2.6,3.0,2.6,2.3,2.7,3.0,2.9,2.9,2.5,2.8],\"text\":null},{\"y\":[6.3,5.8,7.1,6.3,6.5,7.6,4.9,7.3,6.7,7.2,6.5,6.4,6.8,5.7,5.8,6.4,6.5,7.7,7.7,6.0,6.9,5.6,7.7,6.3,6.7,7.2,6.2,6.1,6.4,7.2,7.4,7.9,6.4,6.3,6.1,7.7,6.3,6.4,6.0,6.9,6.7,6.9,5.8,6.8,6.7,6.7,6.3,6.5,6.2,5.9],\"r\":null,\"name\":\"virginica\",\"marker\":{\"color\":\"#7570B3\",\"size\":9},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.3,2.7,3.0,2.9,3.0,3.0,2.5,2.9,2.5,3.6,3.2,2.7,3.0,2.5,2.8,3.2,3.0,3.8,2.6,2.2,3.2,2.8,2.8,2.7,3.3,3.2,2.8,3.0,2.8,3.0,2.8,3.8,2.8,2.8,2.6,3.0,3.4,3.1,3.0,3.1,3.1,3.1,2.7,3.2,3.3,3.0,2.5,3.0,3.4,3.0],\"text\":null}],\"layout\":{\"width\":500,\"height\":400,\"margin\":{\"t\":25},\"automargin\":false,\"plot_bgcolor\":\"rgb(235,235,235)\",\"xaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-width\",\"showgrid\":true},\"yaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-length\",\"showgrid\":true},\"title\":null}}); })\n",
       "     \n",
       "     } else {\n",
       "       Plotly.newPlot(document.currentScript.parentElement, {\"data\":[{\"y\":[5.1,4.9,4.7,4.6,5.0,5.4,4.6,5.0,4.4,4.9,5.4,4.8,4.8,4.3,5.8,5.7,5.4,5.1,5.7,5.1,5.4,5.1,4.6,5.1,4.8,5.0,5.0,5.2,5.2,4.7,4.8,5.4,5.2,5.5,4.9,5.0,5.5,4.9,4.4,5.1,5.0,4.5,4.4,5.0,5.1,4.8,5.1,4.6,5.3,5.0],\"r\":null,\"name\":\"setosa\",\"marker\":{\"color\":\"#1B9E77\",\"size\":9},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.5,3.0,3.2,3.1,3.6,3.9,3.4,3.4,2.9,3.1,3.7,3.4,3.0,3.0,4.0,4.4,3.9,3.5,3.8,3.8,3.4,3.7,3.6,3.3,3.4,3.0,3.4,3.5,3.4,3.2,3.1,3.4,4.1,4.2,3.1,3.2,3.5,3.6,3.0,3.4,3.5,2.3,3.2,3.5,3.8,3.0,3.8,3.2,3.7,3.3],\"text\":null},{\"y\":[7.0,6.4,6.9,5.5,6.5,5.7,6.3,4.9,6.6,5.2,5.0,5.9,6.0,6.1,5.6,6.7,5.6,5.8,6.2,5.6,5.9,6.1,6.3,6.1,6.4,6.6,6.8,6.7,6.0,5.7,5.5,5.5,5.8,6.0,5.4,6.0,6.7,6.3,5.6,5.5,5.5,6.1,5.8,5.0,5.6,5.7,5.7,6.2,5.1,5.7],\"r\":null,\"name\":\"versicolor\",\"marker\":{\"color\":\"#D95F02\",\"size\":9},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.2,3.2,3.1,2.3,2.8,2.8,3.3,2.4,2.9,2.7,2.0,3.0,2.2,2.9,2.9,3.1,3.0,2.7,2.2,2.5,3.2,2.8,2.5,2.8,2.9,3.0,2.8,3.0,2.9,2.6,2.4,2.4,2.7,2.7,3.0,3.4,3.1,2.3,3.0,2.5,2.6,3.0,2.6,2.3,2.7,3.0,2.9,2.9,2.5,2.8],\"text\":null},{\"y\":[6.3,5.8,7.1,6.3,6.5,7.6,4.9,7.3,6.7,7.2,6.5,6.4,6.8,5.7,5.8,6.4,6.5,7.7,7.7,6.0,6.9,5.6,7.7,6.3,6.7,7.2,6.2,6.1,6.4,7.2,7.4,7.9,6.4,6.3,6.1,7.7,6.3,6.4,6.0,6.9,6.7,6.9,5.8,6.8,6.7,6.7,6.3,6.5,6.2,5.9],\"r\":null,\"name\":\"virginica\",\"marker\":{\"color\":\"#7570B3\",\"size\":9},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.3,2.7,3.0,2.9,3.0,3.0,2.5,2.9,2.5,3.6,3.2,2.7,3.0,2.5,2.8,3.2,3.0,3.8,2.6,2.2,3.2,2.8,2.8,2.7,3.3,3.2,2.8,3.0,2.8,3.0,2.8,3.8,2.8,2.8,2.6,3.0,3.4,3.1,3.0,3.1,3.1,3.1,2.7,3.2,3.3,3.0,2.5,3.0,3.4,3.0],\"text\":null}],\"layout\":{\"width\":500,\"height\":400,\"margin\":{\"t\":25},\"automargin\":false,\"plot_bgcolor\":\"rgb(235,235,235)\",\"xaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-width\",\"showgrid\":true},\"yaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-length\",\"showgrid\":true},\"title\":null}});\n",
       "     };\n",
       "  \n",
       "\n",
       " </script></div></td></tr><tr><td><div class=\"kind-plotly\" style=\"height:500px;width:500px;\"><script>\n",
       "    loadScript_Plotly = src => new Promise(resolve => {\n",
       "    script_Plotly = document.createElement('script');\n",
       "    script_Plotly.src = src;\n",
       "    script_Plotly.addEventListener('load', resolve);\n",
       "    document.head.appendChild(script_Plotly);\n",
       "  });\n",
       "  if (typeof Plotly === 'undefined') {  \n",
       "     promise_Plotly=loadScript_Plotly('https://cdn.plot.ly/plotly-2.35.2.min.js')\n",
       "     \n",
       "     Promise.all([promise_Plotly]).then(() => {\n",
       "       console.log('Plotly loaded');\n",
       "       Plotly.newPlot(document.currentScript.parentElement, {\"data\":[{\"x\":[0,1,3,2],\"y\":[0,6,4,5],\"z\":[0,8,9,7],\"type\":\"scatter3d\",\"mode\":\"lines+markers\",\"opacity\":0.5,\"line\":{\"width\":5},\"marker\":{\"size\":4,\"colorscale\":\"Viridis\"}}],\"layout\":{\"title\":\"Plotly example\"}}); })\n",
       "     \n",
       "     } else {\n",
       "       Plotly.newPlot(document.currentScript.parentElement, {\"data\":[{\"x\":[0,1,3,2],\"y\":[0,6,4,5],\"z\":[0,8,9,7],\"type\":\"scatter3d\",\"mode\":\"lines+markers\",\"opacity\":0.5,\"line\":{\"width\":5},\"marker\":{\"size\":4,\"colorscale\":\"Viridis\"}}],\"layout\":{\"title\":\"Plotly example\"}});\n",
       "     };\n",
       "  \n",
       "\n",
       " </script></div></td><td><div class=\"kind-md\" style=\"color:red\">nested rendering of :kind/md not possible in Clojupyter</div></td></tr></tbody></table>"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(kind/table\n",
    " {:column-names [(kind/hiccup\n",
    "                  [:div {:style {:background-color \"#ccaabb\"}} [:big \":x\"]])\n",
    "                 (kind/hiccup\n",
    "                  [:div {:style {:background-color \"#aabbcc\"}} [:big \":y\"]])]\n",
    "  :row-vectors [[ \"*some text* **some more text**\"\n",
    "                 (kind/code \"{:x (1 2 [3 4])}\")]\n",
    "                [(tc/dataset {:x (range 3)\n",
    "                              :y (map inc (range 3))})\n",
    "                 (p 9)]\n",
    "                [(kind/plotly plotly-example)\n",
    "                 (kind/md \"$x^2$\")]]})"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1a34a20c-db2c-4e34-bcdf-221a0094419f",
   "metadata": {},
   "source": [
    "## most kinds (but not all) can be nested inside a few containers"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ad950c57-2f6e-4357-ae93-ab2b6f304304",
   "metadata": {},
   "source": [
    "### in hiccup"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "04785fe4-91d2-4c45-ab4d-922062360aab",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<ul><li>1</li><li><div class=\"kind-plotly\" style=\"height:auto;width:500px;\"><script>\n",
       "    loadScript_Plotly = src => new Promise(resolve => {\n",
       "    script_Plotly = document.createElement('script');\n",
       "    script_Plotly.src = src;\n",
       "    script_Plotly.addEventListener('load', resolve);\n",
       "    document.head.appendChild(script_Plotly);\n",
       "  });\n",
       "  if (typeof Plotly === 'undefined') {  \n",
       "     promise_Plotly=loadScript_Plotly('https://cdn.plot.ly/plotly-2.35.2.min.js')\n",
       "     \n",
       "     Promise.all([promise_Plotly]).then(() => {\n",
       "       console.log('Plotly loaded');\n",
       "       Plotly.newPlot(document.currentScript.parentElement, {\"data\":[{\"y\":[5.1,4.9,4.7,4.6,5.0,5.4,4.6,5.0,4.4,4.9,5.4,4.8,4.8,4.3,5.8,5.7,5.4,5.1,5.7,5.1,5.4,5.1,4.6,5.1,4.8,5.0,5.0,5.2,5.2,4.7,4.8,5.4,5.2,5.5,4.9,5.0,5.5,4.9,4.4,5.1,5.0,4.5,4.4,5.0,5.1,4.8,5.1,4.6,5.3,5.0],\"r\":null,\"name\":\"setosa\",\"marker\":{\"color\":\"#1B9E77\",\"size\":10},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.5,3.0,3.2,3.1,3.6,3.9,3.4,3.4,2.9,3.1,3.7,3.4,3.0,3.0,4.0,4.4,3.9,3.5,3.8,3.8,3.4,3.7,3.6,3.3,3.4,3.0,3.4,3.5,3.4,3.2,3.1,3.4,4.1,4.2,3.1,3.2,3.5,3.6,3.0,3.4,3.5,2.3,3.2,3.5,3.8,3.0,3.8,3.2,3.7,3.3],\"text\":null},{\"y\":[7.0,6.4,6.9,5.5,6.5,5.7,6.3,4.9,6.6,5.2,5.0,5.9,6.0,6.1,5.6,6.7,5.6,5.8,6.2,5.6,5.9,6.1,6.3,6.1,6.4,6.6,6.8,6.7,6.0,5.7,5.5,5.5,5.8,6.0,5.4,6.0,6.7,6.3,5.6,5.5,5.5,6.1,5.8,5.0,5.6,5.7,5.7,6.2,5.1,5.7],\"r\":null,\"name\":\"versicolor\",\"marker\":{\"color\":\"#D95F02\",\"size\":10},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.2,3.2,3.1,2.3,2.8,2.8,3.3,2.4,2.9,2.7,2.0,3.0,2.2,2.9,2.9,3.1,3.0,2.7,2.2,2.5,3.2,2.8,2.5,2.8,2.9,3.0,2.8,3.0,2.9,2.6,2.4,2.4,2.7,2.7,3.0,3.4,3.1,2.3,3.0,2.5,2.6,3.0,2.6,2.3,2.7,3.0,2.9,2.9,2.5,2.8],\"text\":null},{\"y\":[6.3,5.8,7.1,6.3,6.5,7.6,4.9,7.3,6.7,7.2,6.5,6.4,6.8,5.7,5.8,6.4,6.5,7.7,7.7,6.0,6.9,5.6,7.7,6.3,6.7,7.2,6.2,6.1,6.4,7.2,7.4,7.9,6.4,6.3,6.1,7.7,6.3,6.4,6.0,6.9,6.7,6.9,5.8,6.8,6.7,6.7,6.3,6.5,6.2,5.9],\"r\":null,\"name\":\"virginica\",\"marker\":{\"color\":\"#7570B3\",\"size\":10},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.3,2.7,3.0,2.9,3.0,3.0,2.5,2.9,2.5,3.6,3.2,2.7,3.0,2.5,2.8,3.2,3.0,3.8,2.6,2.2,3.2,2.8,2.8,2.7,3.3,3.2,2.8,3.0,2.8,3.0,2.8,3.8,2.8,2.8,2.6,3.0,3.4,3.1,3.0,3.1,3.1,3.1,2.7,3.2,3.3,3.0,2.5,3.0,3.4,3.0],\"text\":null}],\"layout\":{\"width\":500,\"height\":400,\"margin\":{\"t\":25},\"automargin\":false,\"plot_bgcolor\":\"rgb(235,235,235)\",\"xaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-width\",\"showgrid\":true},\"yaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-length\",\"showgrid\":true},\"title\":null}}); })\n",
       "     \n",
       "     } else {\n",
       "       Plotly.newPlot(document.currentScript.parentElement, {\"data\":[{\"y\":[5.1,4.9,4.7,4.6,5.0,5.4,4.6,5.0,4.4,4.9,5.4,4.8,4.8,4.3,5.8,5.7,5.4,5.1,5.7,5.1,5.4,5.1,4.6,5.1,4.8,5.0,5.0,5.2,5.2,4.7,4.8,5.4,5.2,5.5,4.9,5.0,5.5,4.9,4.4,5.1,5.0,4.5,4.4,5.0,5.1,4.8,5.1,4.6,5.3,5.0],\"r\":null,\"name\":\"setosa\",\"marker\":{\"color\":\"#1B9E77\",\"size\":10},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.5,3.0,3.2,3.1,3.6,3.9,3.4,3.4,2.9,3.1,3.7,3.4,3.0,3.0,4.0,4.4,3.9,3.5,3.8,3.8,3.4,3.7,3.6,3.3,3.4,3.0,3.4,3.5,3.4,3.2,3.1,3.4,4.1,4.2,3.1,3.2,3.5,3.6,3.0,3.4,3.5,2.3,3.2,3.5,3.8,3.0,3.8,3.2,3.7,3.3],\"text\":null},{\"y\":[7.0,6.4,6.9,5.5,6.5,5.7,6.3,4.9,6.6,5.2,5.0,5.9,6.0,6.1,5.6,6.7,5.6,5.8,6.2,5.6,5.9,6.1,6.3,6.1,6.4,6.6,6.8,6.7,6.0,5.7,5.5,5.5,5.8,6.0,5.4,6.0,6.7,6.3,5.6,5.5,5.5,6.1,5.8,5.0,5.6,5.7,5.7,6.2,5.1,5.7],\"r\":null,\"name\":\"versicolor\",\"marker\":{\"color\":\"#D95F02\",\"size\":10},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.2,3.2,3.1,2.3,2.8,2.8,3.3,2.4,2.9,2.7,2.0,3.0,2.2,2.9,2.9,3.1,3.0,2.7,2.2,2.5,3.2,2.8,2.5,2.8,2.9,3.0,2.8,3.0,2.9,2.6,2.4,2.4,2.7,2.7,3.0,3.4,3.1,2.3,3.0,2.5,2.6,3.0,2.6,2.3,2.7,3.0,2.9,2.9,2.5,2.8],\"text\":null},{\"y\":[6.3,5.8,7.1,6.3,6.5,7.6,4.9,7.3,6.7,7.2,6.5,6.4,6.8,5.7,5.8,6.4,6.5,7.7,7.7,6.0,6.9,5.6,7.7,6.3,6.7,7.2,6.2,6.1,6.4,7.2,7.4,7.9,6.4,6.3,6.1,7.7,6.3,6.4,6.0,6.9,6.7,6.9,5.8,6.8,6.7,6.7,6.3,6.5,6.2,5.9],\"r\":null,\"name\":\"virginica\",\"marker\":{\"color\":\"#7570B3\",\"size\":10},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.3,2.7,3.0,2.9,3.0,3.0,2.5,2.9,2.5,3.6,3.2,2.7,3.0,2.5,2.8,3.2,3.0,3.8,2.6,2.2,3.2,2.8,2.8,2.7,3.3,3.2,2.8,3.0,2.8,3.0,2.8,3.8,2.8,2.8,2.6,3.0,3.4,3.1,3.0,3.1,3.1,3.1,2.7,3.2,3.3,3.0,2.5,3.0,3.4,3.0],\"text\":null}],\"layout\":{\"width\":500,\"height\":400,\"margin\":{\"t\":25},\"automargin\":false,\"plot_bgcolor\":\"rgb(235,235,235)\",\"xaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-width\",\"showgrid\":true},\"yaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-length\",\"showgrid\":true},\"title\":null}});\n",
       "     };\n",
       "  \n",
       "\n",
       " </script></div></li><li>3</li><li><div class=\"kind-image\" style=\"color:red\">nested rendering of :kind/image not possible in Clojupyter</div></li></ul>"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "\n",
    "(kind/hiccup [:ul \n",
    "              [:li 1] \n",
    "              [:li (p 10)] \n",
    "              [:li 3]\n",
    "              [:li image]])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bdbc633e-dab1-47f3-855a-f7aa3c419649",
   "metadata": {},
   "source": [
    "### in seq\n",
    "    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "021d5577-2336-47b4-9980-874bd1860131",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div class=\"kind-vector\"><div style=\"border:1px solid grey;padding:2px;\"><div class=\"kind-plotly\" style=\"height:auto;width:500px;\"><script>\n",
       "    loadScript_Plotly = src => new Promise(resolve => {\n",
       "    script_Plotly = document.createElement('script');\n",
       "    script_Plotly.src = src;\n",
       "    script_Plotly.addEventListener('load', resolve);\n",
       "    document.head.appendChild(script_Plotly);\n",
       "  });\n",
       "  if (typeof Plotly === 'undefined') {  \n",
       "     promise_Plotly=loadScript_Plotly('https://cdn.plot.ly/plotly-2.35.2.min.js')\n",
       "     \n",
       "     Promise.all([promise_Plotly]).then(() => {\n",
       "       console.log('Plotly loaded');\n",
       "       Plotly.newPlot(document.currentScript.parentElement, {\"data\":[{\"y\":[5.1,4.9,4.7,4.6,5.0,5.4,4.6,5.0,4.4,4.9,5.4,4.8,4.8,4.3,5.8,5.7,5.4,5.1,5.7,5.1,5.4,5.1,4.6,5.1,4.8,5.0,5.0,5.2,5.2,4.7,4.8,5.4,5.2,5.5,4.9,5.0,5.5,4.9,4.4,5.1,5.0,4.5,4.4,5.0,5.1,4.8,5.1,4.6,5.3,5.0],\"r\":null,\"name\":\"setosa\",\"marker\":{\"color\":\"#1B9E77\",\"size\":1},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.5,3.0,3.2,3.1,3.6,3.9,3.4,3.4,2.9,3.1,3.7,3.4,3.0,3.0,4.0,4.4,3.9,3.5,3.8,3.8,3.4,3.7,3.6,3.3,3.4,3.0,3.4,3.5,3.4,3.2,3.1,3.4,4.1,4.2,3.1,3.2,3.5,3.6,3.0,3.4,3.5,2.3,3.2,3.5,3.8,3.0,3.8,3.2,3.7,3.3],\"text\":null},{\"y\":[7.0,6.4,6.9,5.5,6.5,5.7,6.3,4.9,6.6,5.2,5.0,5.9,6.0,6.1,5.6,6.7,5.6,5.8,6.2,5.6,5.9,6.1,6.3,6.1,6.4,6.6,6.8,6.7,6.0,5.7,5.5,5.5,5.8,6.0,5.4,6.0,6.7,6.3,5.6,5.5,5.5,6.1,5.8,5.0,5.6,5.7,5.7,6.2,5.1,5.7],\"r\":null,\"name\":\"versicolor\",\"marker\":{\"color\":\"#D95F02\",\"size\":1},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.2,3.2,3.1,2.3,2.8,2.8,3.3,2.4,2.9,2.7,2.0,3.0,2.2,2.9,2.9,3.1,3.0,2.7,2.2,2.5,3.2,2.8,2.5,2.8,2.9,3.0,2.8,3.0,2.9,2.6,2.4,2.4,2.7,2.7,3.0,3.4,3.1,2.3,3.0,2.5,2.6,3.0,2.6,2.3,2.7,3.0,2.9,2.9,2.5,2.8],\"text\":null},{\"y\":[6.3,5.8,7.1,6.3,6.5,7.6,4.9,7.3,6.7,7.2,6.5,6.4,6.8,5.7,5.8,6.4,6.5,7.7,7.7,6.0,6.9,5.6,7.7,6.3,6.7,7.2,6.2,6.1,6.4,7.2,7.4,7.9,6.4,6.3,6.1,7.7,6.3,6.4,6.0,6.9,6.7,6.9,5.8,6.8,6.7,6.7,6.3,6.5,6.2,5.9],\"r\":null,\"name\":\"virginica\",\"marker\":{\"color\":\"#7570B3\",\"size\":1},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.3,2.7,3.0,2.9,3.0,3.0,2.5,2.9,2.5,3.6,3.2,2.7,3.0,2.5,2.8,3.2,3.0,3.8,2.6,2.2,3.2,2.8,2.8,2.7,3.3,3.2,2.8,3.0,2.8,3.0,2.8,3.8,2.8,2.8,2.6,3.0,3.4,3.1,3.0,3.1,3.1,3.1,2.7,3.2,3.3,3.0,2.5,3.0,3.4,3.0],\"text\":null}],\"layout\":{\"width\":500,\"height\":400,\"margin\":{\"t\":25},\"automargin\":false,\"plot_bgcolor\":\"rgb(235,235,235)\",\"xaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-width\",\"showgrid\":true},\"yaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-length\",\"showgrid\":true},\"title\":null}}); })\n",
       "     \n",
       "     } else {\n",
       "       Plotly.newPlot(document.currentScript.parentElement, {\"data\":[{\"y\":[5.1,4.9,4.7,4.6,5.0,5.4,4.6,5.0,4.4,4.9,5.4,4.8,4.8,4.3,5.8,5.7,5.4,5.1,5.7,5.1,5.4,5.1,4.6,5.1,4.8,5.0,5.0,5.2,5.2,4.7,4.8,5.4,5.2,5.5,4.9,5.0,5.5,4.9,4.4,5.1,5.0,4.5,4.4,5.0,5.1,4.8,5.1,4.6,5.3,5.0],\"r\":null,\"name\":\"setosa\",\"marker\":{\"color\":\"#1B9E77\",\"size\":1},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.5,3.0,3.2,3.1,3.6,3.9,3.4,3.4,2.9,3.1,3.7,3.4,3.0,3.0,4.0,4.4,3.9,3.5,3.8,3.8,3.4,3.7,3.6,3.3,3.4,3.0,3.4,3.5,3.4,3.2,3.1,3.4,4.1,4.2,3.1,3.2,3.5,3.6,3.0,3.4,3.5,2.3,3.2,3.5,3.8,3.0,3.8,3.2,3.7,3.3],\"text\":null},{\"y\":[7.0,6.4,6.9,5.5,6.5,5.7,6.3,4.9,6.6,5.2,5.0,5.9,6.0,6.1,5.6,6.7,5.6,5.8,6.2,5.6,5.9,6.1,6.3,6.1,6.4,6.6,6.8,6.7,6.0,5.7,5.5,5.5,5.8,6.0,5.4,6.0,6.7,6.3,5.6,5.5,5.5,6.1,5.8,5.0,5.6,5.7,5.7,6.2,5.1,5.7],\"r\":null,\"name\":\"versicolor\",\"marker\":{\"color\":\"#D95F02\",\"size\":1},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.2,3.2,3.1,2.3,2.8,2.8,3.3,2.4,2.9,2.7,2.0,3.0,2.2,2.9,2.9,3.1,3.0,2.7,2.2,2.5,3.2,2.8,2.5,2.8,2.9,3.0,2.8,3.0,2.9,2.6,2.4,2.4,2.7,2.7,3.0,3.4,3.1,2.3,3.0,2.5,2.6,3.0,2.6,2.3,2.7,3.0,2.9,2.9,2.5,2.8],\"text\":null},{\"y\":[6.3,5.8,7.1,6.3,6.5,7.6,4.9,7.3,6.7,7.2,6.5,6.4,6.8,5.7,5.8,6.4,6.5,7.7,7.7,6.0,6.9,5.6,7.7,6.3,6.7,7.2,6.2,6.1,6.4,7.2,7.4,7.9,6.4,6.3,6.1,7.7,6.3,6.4,6.0,6.9,6.7,6.9,5.8,6.8,6.7,6.7,6.3,6.5,6.2,5.9],\"r\":null,\"name\":\"virginica\",\"marker\":{\"color\":\"#7570B3\",\"size\":1},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.3,2.7,3.0,2.9,3.0,3.0,2.5,2.9,2.5,3.6,3.2,2.7,3.0,2.5,2.8,3.2,3.0,3.8,2.6,2.2,3.2,2.8,2.8,2.7,3.3,3.2,2.8,3.0,2.8,3.0,2.8,3.8,2.8,2.8,2.6,3.0,3.4,3.1,3.0,3.1,3.1,3.1,2.7,3.2,3.3,3.0,2.5,3.0,3.4,3.0],\"text\":null}],\"layout\":{\"width\":500,\"height\":400,\"margin\":{\"t\":25},\"automargin\":false,\"plot_bgcolor\":\"rgb(235,235,235)\",\"xaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-width\",\"showgrid\":true},\"yaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-length\",\"showgrid\":true},\"title\":null}});\n",
       "     };\n",
       "  \n",
       "\n",
       " </script></div></div><div style=\"border:1px solid grey;padding:2px;\"><div class=\"kind-plotly\" style=\"height:auto;width:500px;\"><script>\n",
       "    loadScript_Plotly = src => new Promise(resolve => {\n",
       "    script_Plotly = document.createElement('script');\n",
       "    script_Plotly.src = src;\n",
       "    script_Plotly.addEventListener('load', resolve);\n",
       "    document.head.appendChild(script_Plotly);\n",
       "  });\n",
       "  if (typeof Plotly === 'undefined') {  \n",
       "     promise_Plotly=loadScript_Plotly('https://cdn.plot.ly/plotly-2.35.2.min.js')\n",
       "     \n",
       "     Promise.all([promise_Plotly]).then(() => {\n",
       "       console.log('Plotly loaded');\n",
       "       Plotly.newPlot(document.currentScript.parentElement, {\"data\":[{\"y\":[5.1,4.9,4.7,4.6,5.0,5.4,4.6,5.0,4.4,4.9,5.4,4.8,4.8,4.3,5.8,5.7,5.4,5.1,5.7,5.1,5.4,5.1,4.6,5.1,4.8,5.0,5.0,5.2,5.2,4.7,4.8,5.4,5.2,5.5,4.9,5.0,5.5,4.9,4.4,5.1,5.0,4.5,4.4,5.0,5.1,4.8,5.1,4.6,5.3,5.0],\"r\":null,\"name\":\"setosa\",\"marker\":{\"color\":\"#1B9E77\",\"size\":5},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.5,3.0,3.2,3.1,3.6,3.9,3.4,3.4,2.9,3.1,3.7,3.4,3.0,3.0,4.0,4.4,3.9,3.5,3.8,3.8,3.4,3.7,3.6,3.3,3.4,3.0,3.4,3.5,3.4,3.2,3.1,3.4,4.1,4.2,3.1,3.2,3.5,3.6,3.0,3.4,3.5,2.3,3.2,3.5,3.8,3.0,3.8,3.2,3.7,3.3],\"text\":null},{\"y\":[7.0,6.4,6.9,5.5,6.5,5.7,6.3,4.9,6.6,5.2,5.0,5.9,6.0,6.1,5.6,6.7,5.6,5.8,6.2,5.6,5.9,6.1,6.3,6.1,6.4,6.6,6.8,6.7,6.0,5.7,5.5,5.5,5.8,6.0,5.4,6.0,6.7,6.3,5.6,5.5,5.5,6.1,5.8,5.0,5.6,5.7,5.7,6.2,5.1,5.7],\"r\":null,\"name\":\"versicolor\",\"marker\":{\"color\":\"#D95F02\",\"size\":5},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.2,3.2,3.1,2.3,2.8,2.8,3.3,2.4,2.9,2.7,2.0,3.0,2.2,2.9,2.9,3.1,3.0,2.7,2.2,2.5,3.2,2.8,2.5,2.8,2.9,3.0,2.8,3.0,2.9,2.6,2.4,2.4,2.7,2.7,3.0,3.4,3.1,2.3,3.0,2.5,2.6,3.0,2.6,2.3,2.7,3.0,2.9,2.9,2.5,2.8],\"text\":null},{\"y\":[6.3,5.8,7.1,6.3,6.5,7.6,4.9,7.3,6.7,7.2,6.5,6.4,6.8,5.7,5.8,6.4,6.5,7.7,7.7,6.0,6.9,5.6,7.7,6.3,6.7,7.2,6.2,6.1,6.4,7.2,7.4,7.9,6.4,6.3,6.1,7.7,6.3,6.4,6.0,6.9,6.7,6.9,5.8,6.8,6.7,6.7,6.3,6.5,6.2,5.9],\"r\":null,\"name\":\"virginica\",\"marker\":{\"color\":\"#7570B3\",\"size\":5},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.3,2.7,3.0,2.9,3.0,3.0,2.5,2.9,2.5,3.6,3.2,2.7,3.0,2.5,2.8,3.2,3.0,3.8,2.6,2.2,3.2,2.8,2.8,2.7,3.3,3.2,2.8,3.0,2.8,3.0,2.8,3.8,2.8,2.8,2.6,3.0,3.4,3.1,3.0,3.1,3.1,3.1,2.7,3.2,3.3,3.0,2.5,3.0,3.4,3.0],\"text\":null}],\"layout\":{\"width\":500,\"height\":400,\"margin\":{\"t\":25},\"automargin\":false,\"plot_bgcolor\":\"rgb(235,235,235)\",\"xaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-width\",\"showgrid\":true},\"yaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-length\",\"showgrid\":true},\"title\":null}}); })\n",
       "     \n",
       "     } else {\n",
       "       Plotly.newPlot(document.currentScript.parentElement, {\"data\":[{\"y\":[5.1,4.9,4.7,4.6,5.0,5.4,4.6,5.0,4.4,4.9,5.4,4.8,4.8,4.3,5.8,5.7,5.4,5.1,5.7,5.1,5.4,5.1,4.6,5.1,4.8,5.0,5.0,5.2,5.2,4.7,4.8,5.4,5.2,5.5,4.9,5.0,5.5,4.9,4.4,5.1,5.0,4.5,4.4,5.0,5.1,4.8,5.1,4.6,5.3,5.0],\"r\":null,\"name\":\"setosa\",\"marker\":{\"color\":\"#1B9E77\",\"size\":5},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.5,3.0,3.2,3.1,3.6,3.9,3.4,3.4,2.9,3.1,3.7,3.4,3.0,3.0,4.0,4.4,3.9,3.5,3.8,3.8,3.4,3.7,3.6,3.3,3.4,3.0,3.4,3.5,3.4,3.2,3.1,3.4,4.1,4.2,3.1,3.2,3.5,3.6,3.0,3.4,3.5,2.3,3.2,3.5,3.8,3.0,3.8,3.2,3.7,3.3],\"text\":null},{\"y\":[7.0,6.4,6.9,5.5,6.5,5.7,6.3,4.9,6.6,5.2,5.0,5.9,6.0,6.1,5.6,6.7,5.6,5.8,6.2,5.6,5.9,6.1,6.3,6.1,6.4,6.6,6.8,6.7,6.0,5.7,5.5,5.5,5.8,6.0,5.4,6.0,6.7,6.3,5.6,5.5,5.5,6.1,5.8,5.0,5.6,5.7,5.7,6.2,5.1,5.7],\"r\":null,\"name\":\"versicolor\",\"marker\":{\"color\":\"#D95F02\",\"size\":5},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.2,3.2,3.1,2.3,2.8,2.8,3.3,2.4,2.9,2.7,2.0,3.0,2.2,2.9,2.9,3.1,3.0,2.7,2.2,2.5,3.2,2.8,2.5,2.8,2.9,3.0,2.8,3.0,2.9,2.6,2.4,2.4,2.7,2.7,3.0,3.4,3.1,2.3,3.0,2.5,2.6,3.0,2.6,2.3,2.7,3.0,2.9,2.9,2.5,2.8],\"text\":null},{\"y\":[6.3,5.8,7.1,6.3,6.5,7.6,4.9,7.3,6.7,7.2,6.5,6.4,6.8,5.7,5.8,6.4,6.5,7.7,7.7,6.0,6.9,5.6,7.7,6.3,6.7,7.2,6.2,6.1,6.4,7.2,7.4,7.9,6.4,6.3,6.1,7.7,6.3,6.4,6.0,6.9,6.7,6.9,5.8,6.8,6.7,6.7,6.3,6.5,6.2,5.9],\"r\":null,\"name\":\"virginica\",\"marker\":{\"color\":\"#7570B3\",\"size\":5},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.3,2.7,3.0,2.9,3.0,3.0,2.5,2.9,2.5,3.6,3.2,2.7,3.0,2.5,2.8,3.2,3.0,3.8,2.6,2.2,3.2,2.8,2.8,2.7,3.3,3.2,2.8,3.0,2.8,3.0,2.8,3.8,2.8,2.8,2.6,3.0,3.4,3.1,3.0,3.1,3.1,3.1,2.7,3.2,3.3,3.0,2.5,3.0,3.4,3.0],\"text\":null}],\"layout\":{\"width\":500,\"height\":400,\"margin\":{\"t\":25},\"automargin\":false,\"plot_bgcolor\":\"rgb(235,235,235)\",\"xaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-width\",\"showgrid\":true},\"yaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-length\",\"showgrid\":true},\"title\":null}});\n",
       "     };\n",
       "  \n",
       "\n",
       " </script></div></div><div style=\"border:1px solid grey;padding:2px;\"><div class=\"kind-plotly\" style=\"height:auto;width:500px;\"><script>\n",
       "    loadScript_Plotly = src => new Promise(resolve => {\n",
       "    script_Plotly = document.createElement('script');\n",
       "    script_Plotly.src = src;\n",
       "    script_Plotly.addEventListener('load', resolve);\n",
       "    document.head.appendChild(script_Plotly);\n",
       "  });\n",
       "  if (typeof Plotly === 'undefined') {  \n",
       "     promise_Plotly=loadScript_Plotly('https://cdn.plot.ly/plotly-2.35.2.min.js')\n",
       "     \n",
       "     Promise.all([promise_Plotly]).then(() => {\n",
       "       console.log('Plotly loaded');\n",
       "       Plotly.newPlot(document.currentScript.parentElement, {\"data\":[{\"y\":[5.1,4.9,4.7,4.6,5.0,5.4,4.6,5.0,4.4,4.9,5.4,4.8,4.8,4.3,5.8,5.7,5.4,5.1,5.7,5.1,5.4,5.1,4.6,5.1,4.8,5.0,5.0,5.2,5.2,4.7,4.8,5.4,5.2,5.5,4.9,5.0,5.5,4.9,4.4,5.1,5.0,4.5,4.4,5.0,5.1,4.8,5.1,4.6,5.3,5.0],\"r\":null,\"name\":\"setosa\",\"marker\":{\"color\":\"#1B9E77\",\"size\":10},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.5,3.0,3.2,3.1,3.6,3.9,3.4,3.4,2.9,3.1,3.7,3.4,3.0,3.0,4.0,4.4,3.9,3.5,3.8,3.8,3.4,3.7,3.6,3.3,3.4,3.0,3.4,3.5,3.4,3.2,3.1,3.4,4.1,4.2,3.1,3.2,3.5,3.6,3.0,3.4,3.5,2.3,3.2,3.5,3.8,3.0,3.8,3.2,3.7,3.3],\"text\":null},{\"y\":[7.0,6.4,6.9,5.5,6.5,5.7,6.3,4.9,6.6,5.2,5.0,5.9,6.0,6.1,5.6,6.7,5.6,5.8,6.2,5.6,5.9,6.1,6.3,6.1,6.4,6.6,6.8,6.7,6.0,5.7,5.5,5.5,5.8,6.0,5.4,6.0,6.7,6.3,5.6,5.5,5.5,6.1,5.8,5.0,5.6,5.7,5.7,6.2,5.1,5.7],\"r\":null,\"name\":\"versicolor\",\"marker\":{\"color\":\"#D95F02\",\"size\":10},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.2,3.2,3.1,2.3,2.8,2.8,3.3,2.4,2.9,2.7,2.0,3.0,2.2,2.9,2.9,3.1,3.0,2.7,2.2,2.5,3.2,2.8,2.5,2.8,2.9,3.0,2.8,3.0,2.9,2.6,2.4,2.4,2.7,2.7,3.0,3.4,3.1,2.3,3.0,2.5,2.6,3.0,2.6,2.3,2.7,3.0,2.9,2.9,2.5,2.8],\"text\":null},{\"y\":[6.3,5.8,7.1,6.3,6.5,7.6,4.9,7.3,6.7,7.2,6.5,6.4,6.8,5.7,5.8,6.4,6.5,7.7,7.7,6.0,6.9,5.6,7.7,6.3,6.7,7.2,6.2,6.1,6.4,7.2,7.4,7.9,6.4,6.3,6.1,7.7,6.3,6.4,6.0,6.9,6.7,6.9,5.8,6.8,6.7,6.7,6.3,6.5,6.2,5.9],\"r\":null,\"name\":\"virginica\",\"marker\":{\"color\":\"#7570B3\",\"size\":10},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.3,2.7,3.0,2.9,3.0,3.0,2.5,2.9,2.5,3.6,3.2,2.7,3.0,2.5,2.8,3.2,3.0,3.8,2.6,2.2,3.2,2.8,2.8,2.7,3.3,3.2,2.8,3.0,2.8,3.0,2.8,3.8,2.8,2.8,2.6,3.0,3.4,3.1,3.0,3.1,3.1,3.1,2.7,3.2,3.3,3.0,2.5,3.0,3.4,3.0],\"text\":null}],\"layout\":{\"width\":500,\"height\":400,\"margin\":{\"t\":25},\"automargin\":false,\"plot_bgcolor\":\"rgb(235,235,235)\",\"xaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-width\",\"showgrid\":true},\"yaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-length\",\"showgrid\":true},\"title\":null}}); })\n",
       "     \n",
       "     } else {\n",
       "       Plotly.newPlot(document.currentScript.parentElement, {\"data\":[{\"y\":[5.1,4.9,4.7,4.6,5.0,5.4,4.6,5.0,4.4,4.9,5.4,4.8,4.8,4.3,5.8,5.7,5.4,5.1,5.7,5.1,5.4,5.1,4.6,5.1,4.8,5.0,5.0,5.2,5.2,4.7,4.8,5.4,5.2,5.5,4.9,5.0,5.5,4.9,4.4,5.1,5.0,4.5,4.4,5.0,5.1,4.8,5.1,4.6,5.3,5.0],\"r\":null,\"name\":\"setosa\",\"marker\":{\"color\":\"#1B9E77\",\"size\":10},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.5,3.0,3.2,3.1,3.6,3.9,3.4,3.4,2.9,3.1,3.7,3.4,3.0,3.0,4.0,4.4,3.9,3.5,3.8,3.8,3.4,3.7,3.6,3.3,3.4,3.0,3.4,3.5,3.4,3.2,3.1,3.4,4.1,4.2,3.1,3.2,3.5,3.6,3.0,3.4,3.5,2.3,3.2,3.5,3.8,3.0,3.8,3.2,3.7,3.3],\"text\":null},{\"y\":[7.0,6.4,6.9,5.5,6.5,5.7,6.3,4.9,6.6,5.2,5.0,5.9,6.0,6.1,5.6,6.7,5.6,5.8,6.2,5.6,5.9,6.1,6.3,6.1,6.4,6.6,6.8,6.7,6.0,5.7,5.5,5.5,5.8,6.0,5.4,6.0,6.7,6.3,5.6,5.5,5.5,6.1,5.8,5.0,5.6,5.7,5.7,6.2,5.1,5.7],\"r\":null,\"name\":\"versicolor\",\"marker\":{\"color\":\"#D95F02\",\"size\":10},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.2,3.2,3.1,2.3,2.8,2.8,3.3,2.4,2.9,2.7,2.0,3.0,2.2,2.9,2.9,3.1,3.0,2.7,2.2,2.5,3.2,2.8,2.5,2.8,2.9,3.0,2.8,3.0,2.9,2.6,2.4,2.4,2.7,2.7,3.0,3.4,3.1,2.3,3.0,2.5,2.6,3.0,2.6,2.3,2.7,3.0,2.9,2.9,2.5,2.8],\"text\":null},{\"y\":[6.3,5.8,7.1,6.3,6.5,7.6,4.9,7.3,6.7,7.2,6.5,6.4,6.8,5.7,5.8,6.4,6.5,7.7,7.7,6.0,6.9,5.6,7.7,6.3,6.7,7.2,6.2,6.1,6.4,7.2,7.4,7.9,6.4,6.3,6.1,7.7,6.3,6.4,6.0,6.9,6.7,6.9,5.8,6.8,6.7,6.7,6.3,6.5,6.2,5.9],\"r\":null,\"name\":\"virginica\",\"marker\":{\"color\":\"#7570B3\",\"size\":10},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.3,2.7,3.0,2.9,3.0,3.0,2.5,2.9,2.5,3.6,3.2,2.7,3.0,2.5,2.8,3.2,3.0,3.8,2.6,2.2,3.2,2.8,2.8,2.7,3.3,3.2,2.8,3.0,2.8,3.0,2.8,3.8,2.8,2.8,2.6,3.0,3.4,3.1,3.0,3.1,3.1,3.1,2.7,3.2,3.3,3.0,2.5,3.0,3.4,3.0],\"text\":null}],\"layout\":{\"width\":500,\"height\":400,\"margin\":{\"t\":25},\"automargin\":false,\"plot_bgcolor\":\"rgb(235,235,235)\",\"xaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-width\",\"showgrid\":true},\"yaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-length\",\"showgrid\":true},\"title\":null}});\n",
       "     };\n",
       "  \n",
       "\n",
       " </script></div></div></div>"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "[(p 1) (p 5) (p 10)]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fe56ecd5-831f-41fe-a6ea-c3774630d7e8",
   "metadata": {},
   "source": [
    "## kinds can as well be on vars\n",
    "\n",
    "In this example the \"kind\" is not medatadata of the value, but metadata of the var."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "d78ec9dc-9d6f-446f-825c-c002919c33c0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "#'user/iris-no-meta"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(def iris-no-meta\n",
    " (with-meta\n",
    "   (-> iris\n",
    "    (hanami/plot hanami/point-chart\n",
    "                 {:=x :sepal-width\n",
    "                  :=y :sepal-length\n",
    "                  :=color :species\n",
    "                  :=mark-size 200}))\n",
    "    {}))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "03deb597-7ac8-4e8f-aa97-802409888e33",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.vegalite.v3+json": {
       "background": "floralwhite",
       "data": {
        "format": {
         "type": "csv"
        },
        "values": "rownames,sepal-length,sepal-width,petal-length,petal-width,species\n1,5.1,3.5,1.4,0.2,setosa\n2,4.9,3.0,1.4,0.2,setosa\n3,4.7,3.2,1.3,0.2,setosa\n4,4.6,3.1,1.5,0.2,setosa\n5,5.0,3.6,1.4,0.2,setosa\n6,5.4,3.9,1.7,0.4,setosa\n7,4.6,3.4,1.4,0.3,setosa\n8,5.0,3.4,1.5,0.2,setosa\n9,4.4,2.9,1.4,0.2,setosa\n10,4.9,3.1,1.5,0.1,setosa\n11,5.4,3.7,1.5,0.2,setosa\n12,4.8,3.4,1.6,0.2,setosa\n13,4.8,3.0,1.4,0.1,setosa\n14,4.3,3.0,1.1,0.1,setosa\n15,5.8,4.0,1.2,0.2,setosa\n16,5.7,4.4,1.5,0.4,setosa\n17,5.4,3.9,1.3,0.4,setosa\n18,5.1,3.5,1.4,0.3,setosa\n19,5.7,3.8,1.7,0.3,setosa\n20,5.1,3.8,1.5,0.3,setosa\n21,5.4,3.4,1.7,0.2,setosa\n22,5.1,3.7,1.5,0.4,setosa\n23,4.6,3.6,1.0,0.2,setosa\n24,5.1,3.3,1.7,0.5,setosa\n25,4.8,3.4,1.9,0.2,setosa\n26,5.0,3.0,1.6,0.2,setosa\n27,5.0,3.4,1.6,0.4,setosa\n28,5.2,3.5,1.5,0.2,setosa\n29,5.2,3.4,1.4,0.2,setosa\n30,4.7,3.2,1.6,0.2,setosa\n31,4.8,3.1,1.6,0.2,setosa\n32,5.4,3.4,1.5,0.4,setosa\n33,5.2,4.1,1.5,0.1,setosa\n34,5.5,4.2,1.4,0.2,setosa\n35,4.9,3.1,1.5,0.2,setosa\n36,5.0,3.2,1.2,0.2,setosa\n37,5.5,3.5,1.3,0.2,setosa\n38,4.9,3.6,1.4,0.1,setosa\n39,4.4,3.0,1.3,0.2,setosa\n40,5.1,3.4,1.5,0.2,setosa\n41,5.0,3.5,1.3,0.3,setosa\n42,4.5,2.3,1.3,0.3,setosa\n43,4.4,3.2,1.3,0.2,setosa\n44,5.0,3.5,1.6,0.6,setosa\n45,5.1,3.8,1.9,0.4,setosa\n46,4.8,3.0,1.4,0.3,setosa\n47,5.1,3.8,1.6,0.2,setosa\n48,4.6,3.2,1.4,0.2,setosa\n49,5.3,3.7,1.5,0.2,setosa\n50,5.0,3.3,1.4,0.2,setosa\n51,7.0,3.2,4.7,1.4,versicolor\n52,6.4,3.2,4.5,1.5,versicolor\n53,6.9,3.1,4.9,1.5,versicolor\n54,5.5,2.3,4.0,1.3,versicolor\n55,6.5,2.8,4.6,1.5,versicolor\n56,5.7,2.8,4.5,1.3,versicolor\n57,6.3,3.3,4.7,1.6,versicolor\n58,4.9,2.4,3.3,1.0,versicolor\n59,6.6,2.9,4.6,1.3,versicolor\n60,5.2,2.7,3.9,1.4,versicolor\n61,5.0,2.0,3.5,1.0,versicolor\n62,5.9,3.0,4.2,1.5,versicolor\n63,6.0,2.2,4.0,1.0,versicolor\n64,6.1,2.9,4.7,1.4,versicolor\n65,5.6,2.9,3.6,1.3,versicolor\n66,6.7,3.1,4.4,1.4,versicolor\n67,5.6,3.0,4.5,1.5,versicolor\n68,5.8,2.7,4.1,1.0,versicolor\n69,6.2,2.2,4.5,1.5,versicolor\n70,5.6,2.5,3.9,1.1,versicolor\n71,5.9,3.2,4.8,1.8,versicolor\n72,6.1,2.8,4.0,1.3,versicolor\n73,6.3,2.5,4.9,1.5,versicolor\n74,6.1,2.8,4.7,1.2,versicolor\n75,6.4,2.9,4.3,1.3,versicolor\n76,6.6,3.0,4.4,1.4,versicolor\n77,6.8,2.8,4.8,1.4,versicolor\n78,6.7,3.0,5.0,1.7,versicolor\n79,6.0,2.9,4.5,1.5,versicolor\n80,5.7,2.6,3.5,1.0,versicolor\n81,5.5,2.4,3.8,1.1,versicolor\n82,5.5,2.4,3.7,1.0,versicolor\n83,5.8,2.7,3.9,1.2,versicolor\n84,6.0,2.7,5.1,1.6,versicolor\n85,5.4,3.0,4.5,1.5,versicolor\n86,6.0,3.4,4.5,1.6,versicolor\n87,6.7,3.1,4.7,1.5,versicolor\n88,6.3,2.3,4.4,1.3,versicolor\n89,5.6,3.0,4.1,1.3,versicolor\n90,5.5,2.5,4.0,1.3,versicolor\n91,5.5,2.6,4.4,1.2,versicolor\n92,6.1,3.0,4.6,1.4,versicolor\n93,5.8,2.6,4.0,1.2,versicolor\n94,5.0,2.3,3.3,1.0,versicolor\n95,5.6,2.7,4.2,1.3,versicolor\n96,5.7,3.0,4.2,1.2,versicolor\n97,5.7,2.9,4.2,1.3,versicolor\n98,6.2,2.9,4.3,1.3,versicolor\n99,5.1,2.5,3.0,1.1,versicolor\n100,5.7,2.8,4.1,1.3,versicolor\n101,6.3,3.3,6.0,2.5,virginica\n102,5.8,2.7,5.1,1.9,virginica\n103,7.1,3.0,5.9,2.1,virginica\n104,6.3,2.9,5.6,1.8,virginica\n105,6.5,3.0,5.8,2.2,virginica\n106,7.6,3.0,6.6,2.1,virginica\n107,4.9,2.5,4.5,1.7,virginica\n108,7.3,2.9,6.3,1.8,virginica\n109,6.7,2.5,5.8,1.8,virginica\n110,7.2,3.6,6.1,2.5,virginica\n111,6.5,3.2,5.1,2.0,virginica\n112,6.4,2.7,5.3,1.9,virginica\n113,6.8,3.0,5.5,2.1,virginica\n114,5.7,2.5,5.0,2.0,virginica\n115,5.8,2.8,5.1,2.4,virginica\n116,6.4,3.2,5.3,2.3,virginica\n117,6.5,3.0,5.5,1.8,virginica\n118,7.7,3.8,6.7,2.2,virginica\n119,7.7,2.6,6.9,2.3,virginica\n120,6.0,2.2,5.0,1.5,virginica\n121,6.9,3.2,5.7,2.3,virginica\n122,5.6,2.8,4.9,2.0,virginica\n123,7.7,2.8,6.7,2.0,virginica\n124,6.3,2.7,4.9,1.8,virginica\n125,6.7,3.3,5.7,2.1,virginica\n126,7.2,3.2,6.0,1.8,virginica\n127,6.2,2.8,4.8,1.8,virginica\n128,6.1,3.0,4.9,1.8,virginica\n129,6.4,2.8,5.6,2.1,virginica\n130,7.2,3.0,5.8,1.6,virginica\n131,7.4,2.8,6.1,1.9,virginica\n132,7.9,3.8,6.4,2.0,virginica\n133,6.4,2.8,5.6,2.2,virginica\n134,6.3,2.8,5.1,1.5,virginica\n135,6.1,2.6,5.6,1.4,virginica\n136,7.7,3.0,6.1,2.3,virginica\n137,6.3,3.4,5.6,2.4,virginica\n138,6.4,3.1,5.5,1.8,virginica\n139,6.0,3.0,4.8,1.8,virginica\n140,6.9,3.1,5.4,2.1,virginica\n141,6.7,3.1,5.6,2.4,virginica\n142,6.9,3.1,5.1,2.3,virginica\n143,5.8,2.7,5.1,1.9,virginica\n144,6.8,3.2,5.9,2.3,virginica\n145,6.7,3.3,5.7,2.5,virginica\n146,6.7,3.0,5.2,2.3,virginica\n147,6.3,2.5,5.0,1.9,virginica\n148,6.5,3.0,5.2,2.0,virginica\n149,6.2,3.4,5.4,2.3,virginica\n150,5.9,3.0,5.1,1.8,virginica\n"
       },
       "encoding": {
        "color": {
         "field": "species",
         "type": "nominal"
        },
        "x": {
         "field": "sepal-width",
         "type": "quantitative"
        },
        "y": {
         "field": "sepal-length",
         "type": "quantitative"
        }
       },
       "height": 300,
       "mark": {
        "size": 200,
        "tooltip": true,
        "type": "circle"
       },
       "usermeta": {
        "embedOptions": {
         "renderer": "svg"
        }
       },
       "width": 400
      },
      "image/png": "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"
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "^kind/vega-lite iris-no-meta"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ed523ec6-1682-4054-9eba-1a5317e9f79a",
   "metadata": {},
   "source": [
    "## core datastructures render now differently"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "842416bc-6e2b-4c5c-9798-8d51acffe3d3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "{:a 123, :e \"world\", :b {:c 1000, :d {:e {:data [{:y [5.1 4.9 4.7 4.6 5.0 5.4 4.6 5.0 4.4 4.9 5.4 4.8 4.8 4.3 5.8 5.7 5.4 5.1 5.7 5.1 5.4 5.1 4.6 5.1 4.8 5.0 5.0 5.2 5.2 4.7 4.8 5.4 5.2 5.5 4.9 5.0 5.5 4.9 4.4 5.1 5.0 4.5 4.4 5.0 5.1 4.8 5.1 4.6 5.3 5.0], :r nil, :name \"setosa\", :marker {:color \"#1B9E77\", :size 1}, :fill nil, :mode :markers, :width nil, :type \"scatter\", :theta nil, :z nil, :lon nil, :lat nil, :x [3.5 3.0 3.2 3.1 3.6 3.9 3.4 3.4 2.9 3.1 3.7 3.4 3.0 3.0 4.0 4.4 3.9 3.5 3.8 3.8 3.4 3.7 3.6 3.3 3.4 3.0 3.4 3.5 3.4 3.2 3.1 3.4 4.1 4.2 3.1 3.2 3.5 3.6 3.0 3.4 3.5 2.3 3.2 3.5 3.8 3.0 3.8 3.2 3.7 3.3], :text nil} {:y [7.0 6.4 6.9 5.5 6.5 5.7 6.3 4.9 6.6 5.2 5.0 5.9 6.0 6.1 5.6 6.7 5.6 5.8 6.2 5.6 5.9 6.1 6.3 6.1 6.4 6.6 6.8 6.7 6.0 5.7 5.5 5.5 5.8 6.0 5.4 6.0 6.7 6.3 5.6 5.5 5.5 6.1 5.8 5.0 5.6 5.7 5.7 6.2 5.1 5.7], :r nil, :name \"versicolor\", :marker {:color \"#D95F02\", :size 1}, :fill nil, :mode :markers, :width nil, :type \"scatter\", :theta nil, :z nil, :lon nil, :lat nil, :x [3.2 3.2 3.1 2.3 2.8 2.8 3.3 2.4 2.9 2.7 2.0 3.0 2.2 2.9 2.9 3.1 3.0 2.7 2.2 2.5 3.2 2.8 2.5 2.8 2.9 3.0 2.8 3.0 2.9 2.6 2.4 2.4 2.7 2.7 3.0 3.4 3.1 2.3 3.0 2.5 2.6 3.0 2.6 2.3 2.7 3.0 2.9 2.9 2.5 2.8], :text nil} {:y [6.3 5.8 7.1 6.3 6.5 7.6 4.9 7.3 6.7 7.2 6.5 6.4 6.8 5.7 5.8 6.4 6.5 7.7 7.7 6.0 6.9 5.6 7.7 6.3 6.7 7.2 6.2 6.1 6.4 7.2 7.4 7.9 6.4 6.3 6.1 7.7 6.3 6.4 6.0 6.9 6.7 6.9 5.8 6.8 6.7 6.7 6.3 6.5 6.2 5.9], :r nil, :name \"virginica\", :marker {:color \"#7570B3\", :size 1}, :fill nil, :mode :markers, :width nil, :type \"scatter\", :theta nil, :z nil, :lon nil, :lat nil, :x [3.3 2.7 3.0 2.9 3.0 3.0 2.5 2.9 2.5 3.6 3.2 2.7 3.0 2.5 2.8 3.2 3.0 3.8 2.6 2.2 3.2 2.8 2.8 2.7 3.3 3.2 2.8 3.0 2.8 3.0 2.8 3.8 2.8 2.8 2.6 3.0 3.4 3.1 3.0 3.1 3.1 3.1 2.7 3.2 3.3 3.0 2.5 3.0 3.4 3.0], :text nil}], :layout {:width 500, :height 400, :margin {:t 25}, :automargin false, :plot_bgcolor \"rgb(235,235,235)\", :xaxis {:gridcolor \"rgb(255,255,255)\", :title :sepal-width, :showgrid true}, :yaxis {:gridcolor \"rgb(255,255,255)\", :title :sepal-length, :showgrid true}, :title nil}}}}}"
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(str {:a 123  :e \"world\"  :b {:c 1000 :d {:e (p 1)}}})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "675ab0b3-6f9d-4472-b97f-e9ef9fb774c9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div class=\"kind-map\"><div style=\"border:1px solid grey;padding:2px;\">:a</div><div style=\"border:1px solid grey;padding:2px;\">123</div><div style=\"border:1px solid grey;padding:2px;\">:e</div><div style=\"border:1px solid grey;padding:2px;\">world</div><div style=\"border:1px solid grey;padding:2px;\">:b</div><div style=\"border:1px solid grey;padding:2px;\"><div class=\"kind-map\"><div style=\"border:1px solid grey;padding:2px;\">:c</div><div style=\"border:1px solid grey;padding:2px;\">1000</div><div style=\"border:1px solid grey;padding:2px;\">:d</div><div style=\"border:1px solid grey;padding:2px;\"><div class=\"kind-map\"><div style=\"border:1px solid grey;padding:2px;\">:e</div><div style=\"border:1px solid grey;padding:2px;\"><div class=\"kind-plotly\" style=\"height:auto;width:500px;\"><script>\n",
       "    loadScript_Plotly = src => new Promise(resolve => {\n",
       "    script_Plotly = document.createElement('script');\n",
       "    script_Plotly.src = src;\n",
       "    script_Plotly.addEventListener('load', resolve);\n",
       "    document.head.appendChild(script_Plotly);\n",
       "  });\n",
       "  if (typeof Plotly === 'undefined') {  \n",
       "     promise_Plotly=loadScript_Plotly('https://cdn.plot.ly/plotly-2.35.2.min.js')\n",
       "     \n",
       "     Promise.all([promise_Plotly]).then(() => {\n",
       "       console.log('Plotly loaded');\n",
       "       Plotly.newPlot(document.currentScript.parentElement, {\"data\":[{\"y\":[5.1,4.9,4.7,4.6,5.0,5.4,4.6,5.0,4.4,4.9,5.4,4.8,4.8,4.3,5.8,5.7,5.4,5.1,5.7,5.1,5.4,5.1,4.6,5.1,4.8,5.0,5.0,5.2,5.2,4.7,4.8,5.4,5.2,5.5,4.9,5.0,5.5,4.9,4.4,5.1,5.0,4.5,4.4,5.0,5.1,4.8,5.1,4.6,5.3,5.0],\"r\":null,\"name\":\"setosa\",\"marker\":{\"color\":\"#1B9E77\",\"size\":5},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.5,3.0,3.2,3.1,3.6,3.9,3.4,3.4,2.9,3.1,3.7,3.4,3.0,3.0,4.0,4.4,3.9,3.5,3.8,3.8,3.4,3.7,3.6,3.3,3.4,3.0,3.4,3.5,3.4,3.2,3.1,3.4,4.1,4.2,3.1,3.2,3.5,3.6,3.0,3.4,3.5,2.3,3.2,3.5,3.8,3.0,3.8,3.2,3.7,3.3],\"text\":null},{\"y\":[7.0,6.4,6.9,5.5,6.5,5.7,6.3,4.9,6.6,5.2,5.0,5.9,6.0,6.1,5.6,6.7,5.6,5.8,6.2,5.6,5.9,6.1,6.3,6.1,6.4,6.6,6.8,6.7,6.0,5.7,5.5,5.5,5.8,6.0,5.4,6.0,6.7,6.3,5.6,5.5,5.5,6.1,5.8,5.0,5.6,5.7,5.7,6.2,5.1,5.7],\"r\":null,\"name\":\"versicolor\",\"marker\":{\"color\":\"#D95F02\",\"size\":5},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.2,3.2,3.1,2.3,2.8,2.8,3.3,2.4,2.9,2.7,2.0,3.0,2.2,2.9,2.9,3.1,3.0,2.7,2.2,2.5,3.2,2.8,2.5,2.8,2.9,3.0,2.8,3.0,2.9,2.6,2.4,2.4,2.7,2.7,3.0,3.4,3.1,2.3,3.0,2.5,2.6,3.0,2.6,2.3,2.7,3.0,2.9,2.9,2.5,2.8],\"text\":null},{\"y\":[6.3,5.8,7.1,6.3,6.5,7.6,4.9,7.3,6.7,7.2,6.5,6.4,6.8,5.7,5.8,6.4,6.5,7.7,7.7,6.0,6.9,5.6,7.7,6.3,6.7,7.2,6.2,6.1,6.4,7.2,7.4,7.9,6.4,6.3,6.1,7.7,6.3,6.4,6.0,6.9,6.7,6.9,5.8,6.8,6.7,6.7,6.3,6.5,6.2,5.9],\"r\":null,\"name\":\"virginica\",\"marker\":{\"color\":\"#7570B3\",\"size\":5},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.3,2.7,3.0,2.9,3.0,3.0,2.5,2.9,2.5,3.6,3.2,2.7,3.0,2.5,2.8,3.2,3.0,3.8,2.6,2.2,3.2,2.8,2.8,2.7,3.3,3.2,2.8,3.0,2.8,3.0,2.8,3.8,2.8,2.8,2.6,3.0,3.4,3.1,3.0,3.1,3.1,3.1,2.7,3.2,3.3,3.0,2.5,3.0,3.4,3.0],\"text\":null}],\"layout\":{\"width\":500,\"height\":400,\"margin\":{\"t\":25},\"automargin\":false,\"plot_bgcolor\":\"rgb(235,235,235)\",\"xaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-width\",\"showgrid\":true},\"yaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-length\",\"showgrid\":true},\"title\":null}}); })\n",
       "     \n",
       "     } else {\n",
       "       Plotly.newPlot(document.currentScript.parentElement, {\"data\":[{\"y\":[5.1,4.9,4.7,4.6,5.0,5.4,4.6,5.0,4.4,4.9,5.4,4.8,4.8,4.3,5.8,5.7,5.4,5.1,5.7,5.1,5.4,5.1,4.6,5.1,4.8,5.0,5.0,5.2,5.2,4.7,4.8,5.4,5.2,5.5,4.9,5.0,5.5,4.9,4.4,5.1,5.0,4.5,4.4,5.0,5.1,4.8,5.1,4.6,5.3,5.0],\"r\":null,\"name\":\"setosa\",\"marker\":{\"color\":\"#1B9E77\",\"size\":5},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.5,3.0,3.2,3.1,3.6,3.9,3.4,3.4,2.9,3.1,3.7,3.4,3.0,3.0,4.0,4.4,3.9,3.5,3.8,3.8,3.4,3.7,3.6,3.3,3.4,3.0,3.4,3.5,3.4,3.2,3.1,3.4,4.1,4.2,3.1,3.2,3.5,3.6,3.0,3.4,3.5,2.3,3.2,3.5,3.8,3.0,3.8,3.2,3.7,3.3],\"text\":null},{\"y\":[7.0,6.4,6.9,5.5,6.5,5.7,6.3,4.9,6.6,5.2,5.0,5.9,6.0,6.1,5.6,6.7,5.6,5.8,6.2,5.6,5.9,6.1,6.3,6.1,6.4,6.6,6.8,6.7,6.0,5.7,5.5,5.5,5.8,6.0,5.4,6.0,6.7,6.3,5.6,5.5,5.5,6.1,5.8,5.0,5.6,5.7,5.7,6.2,5.1,5.7],\"r\":null,\"name\":\"versicolor\",\"marker\":{\"color\":\"#D95F02\",\"size\":5},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.2,3.2,3.1,2.3,2.8,2.8,3.3,2.4,2.9,2.7,2.0,3.0,2.2,2.9,2.9,3.1,3.0,2.7,2.2,2.5,3.2,2.8,2.5,2.8,2.9,3.0,2.8,3.0,2.9,2.6,2.4,2.4,2.7,2.7,3.0,3.4,3.1,2.3,3.0,2.5,2.6,3.0,2.6,2.3,2.7,3.0,2.9,2.9,2.5,2.8],\"text\":null},{\"y\":[6.3,5.8,7.1,6.3,6.5,7.6,4.9,7.3,6.7,7.2,6.5,6.4,6.8,5.7,5.8,6.4,6.5,7.7,7.7,6.0,6.9,5.6,7.7,6.3,6.7,7.2,6.2,6.1,6.4,7.2,7.4,7.9,6.4,6.3,6.1,7.7,6.3,6.4,6.0,6.9,6.7,6.9,5.8,6.8,6.7,6.7,6.3,6.5,6.2,5.9],\"r\":null,\"name\":\"virginica\",\"marker\":{\"color\":\"#7570B3\",\"size\":5},\"fill\":null,\"mode\":\"markers\",\"width\":null,\"type\":\"scatter\",\"theta\":null,\"z\":null,\"lon\":null,\"lat\":null,\"x\":[3.3,2.7,3.0,2.9,3.0,3.0,2.5,2.9,2.5,3.6,3.2,2.7,3.0,2.5,2.8,3.2,3.0,3.8,2.6,2.2,3.2,2.8,2.8,2.7,3.3,3.2,2.8,3.0,2.8,3.0,2.8,3.8,2.8,2.8,2.6,3.0,3.4,3.1,3.0,3.1,3.1,3.1,2.7,3.2,3.3,3.0,2.5,3.0,3.4,3.0],\"text\":null}],\"layout\":{\"width\":500,\"height\":400,\"margin\":{\"t\":25},\"automargin\":false,\"plot_bgcolor\":\"rgb(235,235,235)\",\"xaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-width\",\"showgrid\":true},\"yaxis\":{\"gridcolor\":\"rgb(255,255,255)\",\"title\":\"sepal-length\",\"showgrid\":true},\"title\":null}});\n",
       "     };\n",
       "  \n",
       "\n",
       " </script></div></div></div></div></div></div></div>"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "^kind/map {:a 123  :e \"world\"  :b {:c 1000 :d {:e (p 5)}}}  "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "82f6e7be-cc06-47eb-abaf-9adac9742575",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Clojure (clojupyter-0.4.355355)",
   "language": "clojure",
   "name": "clojupyter-0.4.355355"
  },
  "language_info": {
   "file_extension": ".clj",
   "mimetype": "text/x-clojure",
   "name": "clojure",
   "version": "1.11.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
